3. f(x)= 242 √(x) g(x) from f(x) has been transilated horizontally 241,078 units right, vertical shrunken by 5,678, and transilated verticaly 6,748,320 units up, whats the equation of g(x).

g(x)= 242 √(x-241,078)/5,678+6,748,320

g(x)= 242 √(x+241,078)/5,678+6,748,320

g(x)= 2 √(x-241,078)/5,678+6,748,320

g(x)= 2 √(x+241,078)/5,678+6,748,320

8. simplify 51o 8 c 3 +38o 8 c 3 +75o 5 c 5 +92o 6 c 2 +109o 5 c 5 +64o 8 c 3 +31o 5 c 5 +26o 8 c 3

179o 8 c 3 +92o 6 c 2 +215o 5 c 5

185o 8 c 3 +99o 6 c 2 +223o 5 c 5

179o 8 c 3 +87o 6 c 2 +216o 5 c 5

185o 8 c 3 +97o 6 c 2 +210o 5 c 5

9. Expand 100x 394 (5x 500 +2x 200 +2.5x 100 +2.5x 50 +2x 20 +2.5x 10 +2.5x 5 +2x 2 +2.5x+23.5)

500x 894 +200x 594 +250x 494 +250x 444 +200x 414 +250x 404 +250x 399 +200x 396 +250x 395 +2,350x 394

500x 394 +200x 200 +250x 100 +250x 50 +200x 20 +250x 10 +250x 5 +200x 2 +250x+2,350

5x 394 +2x 94 +2.5/x 6 +2.5/x 56 +2/x 86 +2.5/x 96 +2.5/x 101 +2/x 104 +2.5/x 105 +23.5/x 106

500x 394 +200x 94 +250/x 4 +250/x 54 +200/x 84 +250/x 94 +250/x 104 +200/x 114 +250/x 134 +2,350/x 106

5x 894 +2x 594 +2.5x 494 +2.5x 444 +2x 414 +2.5x 404 +2.5x 399 +2x 396 +2.5x 395 +23.5x 394

10. Expand 50x 342 (51x 2,312 +43x 2,004 +57x 1,691 +55x 1,409 +225x 667 +67x 534 +555x 84 +395x 23 +875x)

2,550x 2,654 +2,150x 2,346 +2,850x 2,033 +2,750x 1,751 +11,250x 1,009 +3,350x 876 +27,750x 426 +19,750x 365 +43,750x 343

5,100x 2,654 +4,300x 2,346 +5,700x 2,033 +5,500x 1,751 +22,500x 1,009 +6,700x 876 +55,500x 426 +39,500x 365 +87,500x 343

5,100x 2,654 +4,300x 2,346 +5,700x 2,033 +5,500x 1,751 +2,200x 342

1,275x 2,654 +1,075x 2,346 +1,425x 2,033 +1,375x 1,751 +5,625x 1,009 +1,675x 876 +13,875x 426 +9,875x 365 +21,875x 343

2,550x 2,654 +2,150x 2,346 +2,850x 2,033 +2,750x 1,751 +1,100x 342

11. which expression is equivilant to 855x 27 +750x 23 +600x 18 +575x 17 +345x 15 +660x 13 +900x 12 +765x 10 (that is most simplified)

5x 10 (171x 17 +150x 13 +120x 8 +115x 7 +69x 5 +132x 3 +180x 2 +153)

15x 17 (57x 10 +50x 9 +40x 8 +39x 7 +23x 6 +44x 5 +60x 4 +51x 3 )

15x 10 (57x 17 +50x 13 +40x 8 +39x 7 +23x 5 +44x 3 +60x 2 +51)

30x 17 (57x 10 +50x 8 +40x 6 +39x 4 +23x 3 +44x 2 +60x+51)

12. Expand 64x 150 (40x 278 +56x 207 +36x 149 ) +21x 86 (79x 101 +82x 19 +16x 3 +3)

2,560x 428 +3,584x 357 +2,304x 299 +1,659x 187 +1,722x 105 +336x 89 +63x 86

2,560x 428 +3,584x 357 +2,304x 299 +1,659x 187 +1,716x 105 +233x 89 +63x 86

2,560x 428 +3,584x 357 +2,304x 299 +1,622x 187 +1,699x 105 +578x 89 +63x 86

13. Expand (47x 6 +37x 4 )(300x 5 +26x 3 +325x)

14,100x 11 +13,322x 9 +16,237x 7 +12,025x 5

14,100x 11 +13,322x 9 +17,578x 7 +11,925x 5

14,100x 11 +13,322x 9 +17,775x 7 +12,025x 5

14,100x 11 +13,314x 9 +15,568x 7 +11,925x 5

14. which expression is equivilant to 925w 7 +370w 5 +1,320w 4 +1,240w 3 +1,528w 2 +496w+400

(185w 5 +264w 2 +248w+200)(5w 2 +2)

(380w 7 +350w 5 +310w 2 +200)(6w 2 +7w+2)

(200w 5 +324w 2 +206w+100)(2w 2 +4)

(64w 7 +222w 5 +194w 2 +100)(10w 2 +5w+4)

15. which expression is equivilant to 1,500x 13 +1,200x 12 +900x 11 +600x 10 +300x 9 +180x 8 +120x 7 +60x 6

60x 6 (25x 7 +20x 6 +15x 5 +10x 4 +5x 3 +3x 2 +2x+1)

30x 6 (25x 7 +20x 6 +15x 5 +10x 4 +5x 3 +3x 2 +2x+1)

100x 6 (15x 7 +12x 6 +9x 5 +6x 4 +3x 3 +3x 2 +2x+60)

15x 6 (25x 7 +20x 6 +15x 5 +10x 4 +5x 3 +3x 2 +2x+1)

18. divide (6f 6 +5f 5 +4f 4 +3f 3 +2f 2 +f+0.25)/(f 4 +3f 3 +7f 2 +21f+100)

6f 2 -13f+1 -(35f 3 +332f 2 -280f +99.75)/(f 4 +3f 3 +7f 2 +21f+100)

6f 2 -13f+1 -(34f 3 +31f 2 -2,468f +9,126)/(f 4 +3f 3 +7f 2 +21f+100)

19. divide (x 10 +x 9 +x 8 +x 7 +x 6 +x 5 +x 4 +x 3 +x 2 +x+1)/(x 7 +x 6 +x 5 +x 4 +x 3 +x 2 +x+1)

x 3 +(x 2 +x+1)/(x 7 +x 6 +x 5 +x 4 +x 3 +x 2 +x+1)

x 3 +x 2 +x+1 +(x 2 +x+1)/(x 7 +x 6 +x 5 +x 4 +x 3 +x 2 +x+1)

x 3 +x 2 +x+1 +(x 2 )/(x 7 +x 6 +x 5 +x 4 +x 3 +x 2 +x+1)

x 3 +(x 2 )/(x 7 +x 6 +x 5 +x 4 +x 3 +x 2 +x+1)

20. divide (6x 5 +12x 4 +18x 3 +24x 2 +30x+36)/(3x 2 +6x+9)

2x 3 +4x 2 +6x+8-(2x+4)/(x 2 +2x+3)

33. for 3x 3 +2x 2 +x=0 solve for x in x1,x2,x3 form

x1 ( 3 √(19+√(486)) + 3 √(19-√(486)) -2)/9 x2 (((i√(3)-1)/2) 3 √(19-√(486)) -((i√(3)+1)/2) 3 √(19+√(486))-2)/9 x3 (((i√(3)-1)/2) 3 √(19-√(486)) -((i√(3)+1)/2) 3 √(19+√(486)) -2)/9

x1 ( 3 √(19+√(486)) + 3 √(19-√(486)) -2)/9 x2 i( 3 √(19-√(486)) + 3 √(19+√(486))-2)/9 x3 -i( 3 √(19+√(486)) + 3 √(19-√(486))-2)/9

x1 ( 3 √(41) + 3 √(-3) -2)/9 x2 ( 3 √(3)((i√(3)+1)/2) + 3 √(41)(i√(3)-1)/2)-2)/9 x3 (- 3 √(41)((i√(3)-1)/2) +((i√(3)-1)/2) 3 √(-3)-2))/9

x1 ( 3 √(41)+ 3 √(-3)-2)/9 x2 ( 3 √(3)((1-i√(3))/2) + 3 √(41)((i√(3)-1)/2)-2)/9 x3 ((1-i√(3))/2) 3 √(3) -(((i√(3)+1)/2)( 3 √(41)+2)/9

34. for 10x 3 +50x 2 +250x+1,250=0 solve for x in x1,x2,x3 form

x1 5( 3 √(10+√(108))+ 3 √(10-√(108))-1)/3 x2 5( 3 √(10+√(108))((i√(3)-1)/2) - 3 √(10-√(108))((i√(3)+1)/2)-1)/3 x3 5( 3 √(10-√(108))((i√(3)-1)/2) - 3 √(10+√(108))((i√(3)+1)/2) -1)/3

x1 5( 3 √(20)+ 3 √(20)-1)/3 x2 5i( 3 √(20)+ 3 √(20)-1)/3 x3 -5i( 3 √(20)+ 3 √(20)-1)/3

x1 5( 3 √(10+√(108))+ 3 √(10-√(108))-1)/3 x2 5i( 3 √(10+√(108))+ 3 √(10-√(108))-1)/3 x3 -5i( 3 √(10-√(108))+ 3 √(10+√(108))-1)/3

x1 5( 3 √(20)+ 3 √(20)-1)/3 x2 5( 3 √(20)((i√(3)-1)/2) - 3 √(20)((i√(3)+1)/2)-1)/3 x3 5( 3 √(20)((i√(3)-1)/2) -5 3 √(20)((i√(3)+1)/2) -1)/3

35. for 9x 3 +8x 2 +42x+504=0 solve for x in x1,x2,x3 form

x1 ( 3 √(537,216-√(289,968,661,656))- 3 √(537,216 +√(289,968,661,656))+8)/27 x2 ( 3 √(537,216-√(289,968,661,656))((i√(3)+1)/2)- 3 √(537,216 +√(289,968,661,656))((i√(3)-1)/2)+8)/27 x3 ( 3 √(537,216 +√(289,968,661,656))((i√(3)+1)/2)- 3 √(537,216 -√(289,968,661,656))((i√(3)-1)/2)+8)/27

x1 -( 3 √(537,216 -√(289,968,661,656))+ 3 √(537,216 +√(289,968,661,656))-8)/27 x2 -( 3 √(537,216 +√(289,968,661,656))((i√(6)-1)/2)+ 3 √(537,216 -√(289,968,661,656))((i√(6)+1)/2)-8)/27 x3 -( 3 √(537,216 -√(289,968,661,656))((i√(6)-1)/2)- 3 √(537,216 +√(289,968,661,656))((i√(6)+1)/2)-8)/27

x1 -( 3 √(448,572 +√(224,523,624,344))+ 3 √(448,572 -√(224,523,624,344))+8)/27 x2 ( 3 √(448,572 +√(224,523,624,344))((1 -i√(3))/2)+ 3 √(537,216-√(224,523,624,344))((i√(3)+1)/2)-8)/27 x3 (((i√(3)-1)/2)( 3 √(448,572 -√(224,523,624,344)))+((i√(3)+1)/2)( 3 √(448,572 +√(224,523,624,344)))-8)/27

x1 -( 3 √(448,572 +√(224,523,624,344))+ 3 √(448,572 -√(224,523,624,344))+8)/27 x2 ( 3 √(448,572 +√(224,523,624,344))((1 -i√(3))/2))+ 3 √(537,216-√(224,523,624,344))((i√(3)+1)/2)-8)/27 x3 ( 3 √(448,572 -√(224,523,624,344))((1 -i√(3))/2)- 3 √(448,572 +√(224,523,624,344))(((i√(3)+1)/2))-8)/27

36. for 3x 3 --9x 2 +18x+18=0 whats the value of x in x1,x2,x3 form

x1 3 √(2) - 3 √(4)-3 x2 ((i√(3)-1)/2)( 3 √(2)) +((1+i√(3))/2)( 3 √(4))-3 x3 ((1-i√(3))/2)( 3 √(4)) -((1+i√(3))/2)( 3 √(2))-3

x1 3 √(2) - 3 √(4)+1 x2 ((i√(3)-1)/2)( 3 √(2)) ((1+i√(3))/2)( 3 √(4))+1 x3 ((1-i√(3))/2)( 3 √(4)) -((1+i√(3))/2)( 3 √(2))+1

x1 3 √(1+√(2)) - 3 √(√(2)-1)-3 x2 ((i√(3)-1)/2) 3 √(1+√(2)) +((1+i√(3))/2) 3 √(√(2)-1)-3 x3 ((1-i√(3))/2)( 3 √(√(2)-1)) -((1+i√(3))/2)( 3 √(1+√(2)))-3

x1 3 √(√(2)-1) - 3 √(1+√(2))-3 x2 3 √(√(2)-1)((i√(3)-1)/2) - 3 √(√(2)+1)((i√(3)-1)/2)-3 x3 3 √(-1-√(2))((i√(3)-1)/2) - 3 √(1+√(2))((i√(3)+1)/2)-3

37. for 4x 4 +3x 3 +2x 2 +x=0 solve for x in x1,x2,x3,x4 form

x1 -(√(9/64 + 3 √(35+5√(54))/ (8√(2))-5/( 3 √(35+5√(54))12)) +√(9/32+5/( 3 √(35+5√(54))12) - 3 √(35+5√(54))/ (8√(2))+59/(256√(9/64 + 3 √(35+5√(54))/ (8√(2))-5/( 3 √(35+5√(54))12)))) -3/16 x2 -(√(9/64 + 3 √(35+5√(54))/ (8√(2))-5/( 3 √(35+5√(54))12)) -√(9/32+5/( 3 √(35+5√(54))12) - 3 √(35+5√(54))/ (8√(2))+59/(256√(9/64 + 3 √(35+5√(54))/ (8√(2))-5/( 3 √(35+5√(54))12)))) -3/16 x3 √(9/64 + 3 √(35+5√(54))/ (8√(2))-5/( 3 √(35+5√(54))12)) -√(9/32+5/( 3 √(35+5√(54))12) - 3 √(35+5√(54))/ (8√(2))-59/(256√(9/64 + 3 √(35+5√(54))/ (8√(2))-5/( 3 √(35+5√(54))12))) -3/16 x4 √(9/64 + 3 √(35+5√(54))/ (8√(2))-5/( 3 √(35+5√(54))12)) +√(9/32+5/( 3 √(35+5√(54))12) - 3 √(35+5√(54))/ (8√(2))-59/(256√(9/64 + 3 √(35+5√(54))/ (8√(2))-5/( 3 √(35+5√(54

x1 -(√(( 3 √(85+5√(75)))/(8( 3 √(4)) -27/52 - 5/( 3 √(85+5√(75))))+√(5/( 3 √(85+5√(75)))+3 - ( 3 √(85+5√(75)))/(8( 3 √(4)))))/4 - 5/32 x2 -(√(( 3 √(85+5√(75)))/(8( 3 √(4)) -27/52 - 5/( 3 √(85+5√(75))))-√(5/( 3 √(85+5√(75)))+3 - ( 3 √(85+5√(75)))/(8( 3 √(4)))))/4 - 5/32 x3 -(√(( 3 √(85+5√(75)))/(8( 3 √(4)) -27/52 - 5/( 3 √(85+5√(75))))-√(5/( 3 √(85+5√(75)))-55 - ( 3 √(85+5√(75)))/(8( 3 √(4)))))/4 - 5/32 x4 (√(( 3 √(85+5√(75)))/(8( 3 √(4)) -27/52 - 5/( 3 √(85+5√(75))))+√(5/( 3 √(85+5√(75)))-55 - ( 3 √(85+5√(75)))/(8( 3 √(4)))))/4 - 5/32

x1 -(√(3/(4( 3 √(4)) -395/6)+√(23/6 - ( 3 √(85+5√(75)))/(8( 3 √(4)))))/4 x2 -(√(3/(4( 3 √(4)) -395/6)+√(23/6 - ( 3 √(85+5√(75)))/(8( 3 √(4)))))/4 x3 -(√(3/(4( 3 √(4)) -395/6)-√(24/7 - ( 3 √(85+5√(75)))/(8( 3 √(4)))))/4 x4 (√(3/(4( 3 √(4)) -395/6)+√(24/7 - ( 3 √(85+5√(75)))/(8( 3 √(4)))))/4

x1 -(√(2/ 3 √(2)-37/48 -5/( 3 √(35+5√(54))))+√(5/( 3 √(35+5√(54)))+9/2 - 2/ 3 √(2)))/4 x2 -(√(2/ 3 √(2)-37/48 -5/( 3 √(35+5√(54)))) -√(5/( 3 √(35+5√(54)))+9/2 - 2/ 3 √(2)))/4 x3 -(√(2/ 3 √(2)-37/48 -5/( 3 √(35+5√(54)))) -√(5/( 3 √(35+5√(54)))-5 - 2/ 3 √(2)))/4 x4 (√(2/ 3 √(2)-37/48 -5/( 3 √(35+5√(54))))+√(5/( 3 √(35+5√(54))) -5 - 2/ 3 √(2)))/4

39. for x 4 +x 3 +x 2 +x=0 solve for x in x1,x2,x3,x4

x1 -(√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2)+√(1/2 -1/( 3 √(10+2√(23))3) - 3 √(5+√(23))/2 +5/(4√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2))/2 -1/4 x2 -(√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2)-√(1/2 -1/( 3 √(10+2√(23))3) - 3 √(5+√(23))/2 +5/(4√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2))/2 -1/4 x3 (√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2)-√(1/2 -1/( 3 √(10+2√(23))3) - 3 √(5+√(23))/2 -5/(4√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2))/2 -1/4 x4 (√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2)+√(1/2 -1/( 3 √(10+2√(23))3) - 3 √(5+√(23))/2 -5/(4√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2))/2 -1/4

x1 -(√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2)+√(1/2 -1/( 3 √(10+2√(23))3) - 3 √(5+√(23))/2 +5/(4√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2))/2 -1/4 x2 -(√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2)-√(1/2 -1/( 3 √(10+2√(23))3) - 3 √(5+√(23))/2 +5/(4√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2))/2 -1/4 x3 (√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2)-√(1/2 -1/( 3 √(10+2√(23))3) - 3 √(5+√(23))/2 -5/(4√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2))/2 -1/4 x4 (√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2)+√(1/2 -1/( 3 √(10+2√(23))3) - 3 √(5+√(23))/2 -5/(4√(1/4 +1/( 3 √(10+2√(23))3) + 3 √(5+√(23))/2))/2 +1/4

40. for 12x 4 -22x 3 -38x 2 +88x-40=0 solve for x in x1,x2,x3,x4 form

x1 -(√(425/144+(373√(2))/(9( 3 √(√3,161,423,531,612)-1,921,964))) + 3 √(√(234,468,572,856)-479,930))/2)+√(425/72 -(373√(2))/(9( 3 √(√(3,161,423,531,612)-1,921,964))) - 3 √(√(234,468,572,856)-479,930))/2 +6,325/(48√(425/144 +(373√(2))/(9( 3 √(√(3,161,423,531,612)-1,921,964))) + 3 √(√(234,468,572,856)-479,930))/2))))-11/12)/2 x2 (√(425/72-(373√(2))/(9( 3 √(√(3,161,423,531,612)-1,921,964))) - 3 √(√(234,468,572,856)-479,930))/2 +6,325/(48√(425/144 +(373√(2))/(9( 3 √(√(3,161,423,531,612)-1,921,964))) + 3 √(√(234,468,572,856)-479,930))/2))))-√(425/144 +(373√(2))/(9( 3 √(√3,161,423,531,612)-1,921,964))) + 3 √(√(234,468,572,856)-479,930))/2)+11/12)/2 x3 (√(425/144+(373√(2))/(9( 3 √(√3,161,423,531,612)-1,921,964))) + 3 √(√(234,468,572,856)-479,930))/2)-√(425/72 -(373√(2))/(9( 3 √(√(3,161,423,531,612)-1,921,964))) - 3 √(√(234,468,572,856)-479,930))/2 -6,325/(48√(425/144 +(373√(2))/(9( 3 √(√(3,161,423,531,612)-1,921,964))) + 3 √(√(234,468,572,856)-479,930))/2))))+11/12)/2 x4 (√(425/144+(373√(2))/(9( 3 √(√3,161,423,531,612)-1,921,964))) + 3 √(√(234,468,572,856)-479,930))/2)+√(425/72 -(373√(2))/(9( 3 √(√(3,161,423,531,612)-1,921,964))) - 3 √(√(234,468,572,856)-479,930))/2 -6,325/(48√(425/144 +(373√(2))/(9( 3 √(√(3,161,423,531,612)-1,921,964))) + 3 √(√(234,468,572,856)-479,930))/2))))+11/12)/2

x1 -(√(425/144+(373√(2))/(9( 3 √(√(3,680,823,533,888)-1,917,720))) + 3 √(√(230,051,470,868)-479,930)/2))+√(425/72 -(373√(2))/(9( 3 √(√(3,680,823,533,888)-1,917,720))) - 3 √(√(230,051,470,868)-479,930)/2 +6,325/(48√(425/144 +(373√(2))/(9( 3 √(√(3,680,823,533,888)-1,917,720))) + 3 √(√(230,051,470,868)-479,930)/2)))-11/12)/2 x2 (√(425/72-(373√(2))/(9( 3 √(√(3,680,823,533,888)-1,917,720))) - 3 √(√(230,051,470,868)-479,930)/2 +6,325/(48√(425/144 +(373√(2))/(9( 3 √(√(3,680,823,533,888)-1,917,720))) + 3 √(√(230,051,470,868)-479,930)/2)))-√(425/144 +(373√(2))/(9( 3 √(√(3,680,823,533,888)-1,917,720))) + 3 √(√(230,051,470,868)-479,930)/2))+11/12)/2 x3 (√(425/144 +(373√(2))/(9( 3 √(√(3,680,823,533,888)-1,917,720))) + 3 √(√(230,051,470,868)-479,930)/2))-√(425/72-(373√(2))/(9( 3 √(√(3,680,823,533,888)-1,917,720)))- 3 √(√(230,051,470,868)-479,930)/2 -6,325/(48√(425/144 +(373√(2))/(9( 3 √(√(3,680,823,533,888)-1,917,720))) + 3 √(√(230,051,470,868)-479,930)/2)))+11/12)/2 x4 (√(425/144 +(373√(2))/(9( 3 √(√(3,680,823,533,888)-1,917,720))) + 3 √(√(230,051,470,868)-479,930)/2))+√(425/72 -(373√(2))/(9( 3 √(√(3,680,823,533,888)-1,917,720))) - 3 √(√(230,051,470,868)-479,930)/2 -6,325/(48√(425/144 +(373√(2))/(9( 3 √(√(3,680,823,533,888)-1,917,720))) + 3 √(√(230,051,470,868)-479,930)/2)))-11/12) /20

Algebra 2 Full Crash course(SHORT). (PAUSING IS ALLOWED)

Presentation

•

Mathematics

•

9th - 12th Grade

•

Practice Problem

•

Hard

Milan P

FREE Resource

0 Slides • 88 Questions

Multiple Choice

1. a(x)=[[x]] b(x) resulted from a(x) but shifted horizontaly 143.78 units left, vertical strech by 1,024, shifted verticly 67.8 units down what is the equation of b(x).

b(x)=1,024[[x-100]]+70

b(x)=1,024[[x+100]]-70

b(x)=1,024[[x+143.78]]-67.8

b(x)=1,024[[x-143.78]]-67.8

Multiple Choice

2. a(x)=[x] b(x) resulted from a(x) but shifted horizontaly 143.78 units left, vertical strech by 1,024, shifted verticly 67.8 units down what is the equation of b(x).

b(x)=1,024[x+143.78]-67.8

b(x)=1,024[x+100]-70

b(x)=1,024[[x+143.78]]-67.8

b(x)=1,024[x-143.78]-67.8

Multiple Choice

3. f(x)=²⁴²√(x) g(x) from f(x) has been transilated horizontally 241,078 units right, vertical shrunken by 5,678, and transilated verticaly 6,748,320 units up, whats the equation of g(x).

g(x)=²⁴²√(x-241,078)/5,678+6,748,320

g(x)=²⁴²√(x+241,078)/5,678+6,748,320

g(x)=²√(x-241,078)/5,678+6,748,320

g(x)=²√(x+241,078)/5,678+6,748,320

Multiple Choice

4. u(x)=1/x³²³ ,v(x) resulted from u(x) transilated horizontaly 5 units right, vertical streatch by 2 , vertical shift 5 units up, whts the equation of b(x).

v(x)=1/(2(x+5)³²³)+5

v(x)=1/(2(x-5)³²³)+5

v(x)=2/(x+5)³²³+5

v(x)=2/(x-5)³²³+5

Multiple Choice

5. combine 7a⁵+6a⁴+7a⁵+6a⁴b+2a⁴+13a⁵+70a⁴b

27a⁵+71a⁴b+8a⁴

27a⁵+76a⁴b

27a⁵+84a⁴

27a⁵+76a⁴b+8a⁴

Multiple Choice

6. combine u⁵v+6u⁴v³+7u⁵v+16u⁴v³+81u⁵v

86u⁵v+24u⁴v³

81u⁵v+20u⁴v³

89u⁵v+22u⁴v³

104u⁵v+36u⁴v³

Multiple Choice

7. combine 73g⁶h+14g⁴h⁷+87g⁶h+91gh⁷+28g⁴h⁷+65gh⁷+82g⁴h⁷+79g⁴h⁷

160g⁶h+201g⁴h⁷

+150gh⁷

160g⁶h+203g⁴h⁷

+156gh⁷

160g⁶h+203g⁴h⁷

+143gh⁷

160g⁶h+201g⁴h⁷
+152gh⁷

Multiple Choice

8. simplify
51o⁸c³+38o⁸c³+75o⁵c⁵+92o⁶c²+109o⁵c⁵+64o⁸c³+31o⁵c⁵+26o⁸c³

179o⁸c³+92o⁶c²

+215o⁵c⁵

185o⁸c³+99o⁶c²

+223o⁵c⁵

179o⁸c³+87o⁶c²

+216o⁵c⁵

185o⁸c³+97o⁶c²

+210o⁵c⁵

Multiple Choice

9. Expand 100x³⁹⁴(5x⁵⁰⁰+2x²⁰⁰+2.5x¹⁰⁰+2.5x⁵⁰+2x²⁰+2.5x¹⁰+2.5x⁵+2x²+2.5x+23.5)

500x³⁹⁴+200x²⁰⁰

+250x¹⁰⁰+250x⁵⁰

+200x²⁰+250x¹⁰

+250x⁵+200x²

+250x+2,350

5x³⁹⁴+2x⁹⁴

+2.5/x⁶+2.5/x⁵⁶

+2/x⁸⁶+2.5/x⁹⁶

+2.5/x¹⁰¹+2/x¹⁰⁴

+2.5/x¹⁰⁵

+23.5/x¹⁰⁶

500x³⁹⁴+200x⁹⁴

+250/x⁴+250/x⁵⁴

+200/x⁸⁴+250/x⁹⁴

+250/x¹⁰⁴+200/x¹¹⁴

+250/x¹³⁴

+2,350/x¹⁰⁶

500x⁸⁹⁴+200x⁵⁹⁴

+250x⁴⁹⁴+250x⁴⁴⁴

+200x⁴¹⁴+250x⁴⁰⁴

+250x³⁹⁹+200x³⁹⁶

+250x³⁹⁵

+2,350x³⁹⁴

5x⁸⁹⁴+2x⁵⁹⁴

+2.5x⁴⁹⁴+2.5x⁴⁴⁴

+2x⁴¹⁴+2.5x⁴⁰⁴

+2.5x³⁹⁹+2x³⁹⁶

+2.5x³⁹⁵+23.5x³⁹⁴

Multiple Choice

10. Expand 50x³⁴²(51x^2,312+43x^2,004+57x^1,691+55x^1,409+225x⁶⁶⁷+67x⁵³⁴+555x⁸⁴+395x²³+875x)

5,100x^2,654+4,300x^2,346+5,700x^2,033

+5,500x^1,751

+22,500x^1,009+6,700x⁸⁷⁶+55,500x⁴²⁶

+39,500x³⁶⁵

+87,500x³⁴³

5,100x^2,654+4,300x^2,346+5,700x^2,033

+5,500x^1,751+2,200x³⁴²

1,275x^2,654+1,075x^2,346+1,425x^2,033

+1,375x^1,751+5,625x^1,009+1,675x⁸⁷⁶

+13,875x⁴²⁶+9,875x³⁶⁵+21,875x³⁴³

2,550x^2,654+2,150x^2,346+2,850x^2,033

+2,750x^1,751+11,250x^1,009+3,350x⁸⁷⁶

+27,750x⁴²⁶+19,750x³⁶⁵+43,750x³⁴³

2,550x^2,654+2,150x^2,346

+2,850x^2,033+2,750x^1,751

+1,100x³⁴²

Multiple Choice

11. which expression is equivilant to 855x²⁷+750x²³+600x¹⁸+575x¹⁷+345x¹⁵+660x¹³+900x¹²
+765x¹⁰ (that is most simplified)

5x¹⁰(171x¹⁷+150x¹³+120x⁸+115x⁷+69x⁵+132x³+180x²+153)

15x¹⁷(57x¹⁰+50x⁹+40x⁸+39x⁷+23x⁶+44x⁵

+60x⁴+51x³)

15x¹⁰(57x¹⁷+50x¹³+40x⁸+39x⁷+23x⁵+44x³

+60x²+51)

30x¹⁷(57x¹⁰+50x⁸+40x⁶+39x⁴+23x³+44x²

+60x+51)

Multiple Choice

12. Expand 64x¹⁵⁰(40x²⁷⁸+56x²⁰⁷+36x¹⁴⁹)
+21x⁸⁶(79x¹⁰¹+82x¹⁹+16x³+3)

2,560x⁴²⁸+3,584x³⁵⁷+2,304x²⁹⁹+1,659x¹⁸⁷

+1,716x¹⁰⁵+233x⁸⁹+63x⁸⁶

2,560x⁴²⁸+3,584x³⁵⁷+2,304x²⁹⁹+1,622x¹⁸⁷

+1,699x¹⁰⁵+578x⁸⁹+63x⁸⁶

2,560x⁴²⁸+3,584x³⁵⁷+2,304x²⁹⁹+1,659x¹⁸⁷

+1,722x¹⁰⁵+336x⁸⁹+63x⁸⁶

2,560x⁴²⁸+3,584x³⁵⁷+2,304x²⁹⁹+1,622x¹⁸⁷

+1,699x¹⁰⁵+578x⁸⁹+63x⁸⁶

Multiple Choice

13. Expand (47x⁶+37x⁴)(300x⁵+26x³+325x)

14,100x¹¹+13,322x⁹+17,578x⁷+11,925x⁵

14,100x¹¹+13,322x⁹+17,775x⁷+12,025x⁵

14,100x¹¹+13,314x⁹+15,568x⁷+11,925x⁵

14,100x¹¹+13,322x⁹+16,237x⁷+12,025x⁵

Multiple Choice

14. which expression is equivilant to
925w⁷+370w⁵+1,320w⁴+1,240w³+1,528w²+496w+400

(380w⁷+350w⁵+310w²+200)(6w²+7w+2)

(185w⁵+264w²

+248w+200)(5w²+2)

(200w⁵+324w²

+206w+100)(2w²+4)

(64w⁷+222w⁵

+194w²+100)(10w²+5w+4)

Multiple Choice

15. which expression is equivilant to
1,500x¹³+1,200x¹²+900x¹¹+600x¹⁰
+300x⁹+180x⁸+120x⁷+60x⁶

60x⁶(25x⁷+20x⁶+15x⁵+10x⁴+5x³+3x²+2x+1)

30x⁶(25x⁷+20x⁶+15x⁵+10x⁴+5x³+3x²+2x+1)

100x⁶(15x⁷+12x⁶+9x⁵+6x⁴+3x³+3x²+2x+60)

15x⁶(25x⁷+20x⁶+15x⁵+10x⁴+5x³+3x²+2x+1)

Multiple Choice

16. which. expression is equivilant to 6a⁴+17a³b+18a²b²+9ab³+2b⁴

(6a²+5ab+2b²)(a+b)²

(√(6)a+√(2)b)²(a+b)²

(3a²+6ab+2b²)(2a+2b)²

(3a+2b)²(9a+2b)²

Multiple Choice

17. divide (5f⁴+10f³+15f²+20f+25)/(f+1)

5f³+5f²+10f+10

5f³+10f²+10f+8

+10/(f+1)

5f³+5f²+10f+10

+15/(f+1)

Multiple Choice

18. divide (6f⁶+5f⁵+4f⁴+3f³+2f²+f+0.25)/(f⁴+3f³+7f²+21f+100)

6f²-13f+1

-(34f³+31f²-2,468f

+9,126)/(f⁴+3f³+7f²+21f+100)

6f²-13f+1

-(35f³+332f²-280f

+99.75)/(f⁴+3f³+7f²+21f+100)

6f²-13f+1

6f²+5f+4

Multiple Choice

19. divide (x¹⁰+x⁹+x⁸+x⁷+x⁶+x⁵+x⁴+x³+x²+x+1)/(x⁷+x⁶+x⁵+x⁴+x³+x²+x+1)

x³+(x²+x+1)/(x⁷+x⁶

+x⁵+x⁴+x³+x²+x+1)

x³+x²+x+1

+(x²+x+1)/(x⁷+x⁶

+x⁵+x⁴+x³+x²+x+1)

x³+x²+x+1

+(x²)/(x⁷+x⁶+x⁵+x⁴

+x³+x²+x+1)

x³

+(x²)/(x⁷+x⁶+x⁵+x⁴

+x³+x²+x+1)

Multiple Choice

20. divide (6x⁵+12x⁴+18x³+24x²+30x+36)/(3x²+6x+9)

2x³+8-(6x+12)/(x²+2x+3)

2x³+4x²+6x+8-(2x+4)/(x²+2x+3)

2x³+8

2x³+4x²+6x+8

Multiple Choice

21. (x⁵+15x⁴+102x³+452x²+cx+525)/(x⁴+8x³+46x²+130x+75) for it to be divisible , solve for c

344

453

985

1,584

Multiple Choice

22. (7x⁴+dx³+287x²+427x+f)/(7x²+21x+14)= for it to be divisible solve for d, and f,

d,f

77,210

d,f

285,943

f,d

77,210

f,d

285,943

Multiple Choice

23. j(x)=(x⁴+ox³+590x²+3800x+9,004) for j(-7)=0, and j(-1)=0, solve for o=?

Multiple Choice

24. (105x⁸+9,905x⁷+214,715x⁶+1,309,315x⁵+px⁴+9,566,340x³+9,877,280x²+4,803,488x

+806,400)/(15x⁴+1,250x³+10,880x²+15,200x+3,840)=7x⁴+77x³+287x²+427x+210, solve for p

1,325,741

9,877,980

6,528,760

4,856,740

Multiple Choice

25. simplify i⁵⁰¹

-1

-i

Multiple Choice

26. simplify i⁵³

-1

-i

Multiple Choice

27. simplify i¹⁵⁴

-1

-i

Multiple Choice

28. simplify i^8,352

-1

-i

Multiple Choice

29. simplify ^1.5√(√(i(x³+3x²+3x+1)))

x+1

(x+1)√(i)

^1.5√(i)(x+1)

³√(i)(x+1)

Multiple Choice

30. expand √(√(5x²i+2))¹²

60x²i+8+50x⁴
+125x⁶i

40x²i+4+24x⁴+125x⁶i

40x²i+4-24x⁴-125x⁶i

60x²i+8-50x⁴
-125x⁶i

Multiple Choice

31. i^ii√(16)(³√(-8b³i-36cb²i-54c²bi-27c³i))

-³√(i)(3c+2b)

-i(3c+2b)

i(3c+2b)

³√(i)(3c+2b)

Multiple Choice

32. simplify ⁱⁱ√(4,096j⁴-3,072j³k+2,304j²k²
-1,728jk³+1,296k⁴)

1/(8j-6k)²

1/(8j-6k)⁴

-(8j-6k)⁴

-(8j-6k)²

Multiple Choice

33. for 3x³+2x²+x=0 solve for x in x1,x2,x3 form

(³√(19+√(486))

+³√(19-√(486))

-2)/9

i(³√(19-√(486))

+³√(19+√(486))-2)/9

-i(³√(19+√(486))

+³√(19-√(486))-2)/9

(³√(41)

+³√(-3)

-2)/9

(³√(3)((i√(3)+1)/2)

+³√(41)(i√(3)-1)/2)-2)/9

(-³√(41)((i√(3)-1)/2)

+((i√(3)-1)/2)³√(-3)-2))/9

(³√(41)+³√(-3)-2)/9

(³√(3)((1-i√(3))/2)

+³√(41)((i√(3)-1)/2)-2)/9

((1-i√(3))/2)³√(3)

-(((i√(3)+1)/2)(³√(41)+2)/9

(³√(19+√(486))

+³√(19-√(486))

-2)/9

(((i√(3)-1)/2)³√(19-√(486))

-((i√(3)+1)/2)³√(19+√(486))-2)/9

(((i√(3)-1)/2)³√(19-√(486))

-((i√(3)+1)/2)³√(19+√(486))

-2)/9

Multiple Choice

34. for 10x³+50x²+250x+1,250=0 solve for x in x1,x2,x3 form

5(³√(20)+³√(20)-1)/3

5i(³√(20)+

³√(20)-1)/3

-5i(³√(20)+

³√(20)-1)/3

5(³√(10+√(108))+³√(10-√(108))-1)/3

5i(³√(10+√(108))+

³√(10-√(108))-1)/3

-5i(³√(10-√(108))+

³√(10+√(108))-1)/3

5(³√(20)+³√(20)-1)/3

5(³√(20)((i√(3)-1)/2)

-³√(20)((i√(3)+1)/2)-1)/3

5(³√(20)((i√(3)-1)/2)

-5³√(20)((i√(3)+1)/2)

-1)/3

5(³√(10+√(108))+³√(10-√(108))-1)/3

5(³√(10+√(108))((i√(3)-1)/2)

-³√(10-√(108))((i√(3)+1)/2)-1)/3

5(³√(10-√(108))((i√(3)-1)/2)

-³√(10+√(108))((i√(3)+1)/2)

-1)/3

Multiple Choice

35. for 9x³+8x²+42x+504=0 solve for x in x1,x2,x3 form

-(³√(537,216

-√(289,968,661,656))+³√(537,216

+√(289,968,661,656))-8)/27

-(³√(537,216

+√(289,968,661,656))((i√(6)-1)/2)+³√(537,216

-√(289,968,661,656))((i√(6)+1)/2)-8)/27

-(³√(537,216

-√(289,968,661,656))((i√(6)-1)/2)-³√(537,216

+√(289,968,661,656))((i√(6)+1)/2)-8)/27

(³√(537,216-√(289,968,661,656))-³√(537,216

+√(289,968,661,656))+8)/27

(³√(537,216-√(289,968,661,656))((i√(3)+1)/2)-³√(537,216

+√(289,968,661,656))((i√(3)-1)/2)+8)/27

(³√(537,216

+√(289,968,661,656))((i√(3)+1)/2)-³√(537,216

-√(289,968,661,656))((i√(3)-1)/2)+8)/27

-(³√(448,572

+√(224,523,624,344))+³√(448,572

-√(224,523,624,344))+8)/27

(³√(448,572

+√(224,523,624,344))((1

-i√(3))/2)+³√(537,216-√(224,523,624,344))((i√(3)+1)/2)-8)/27

(((i√(3)-1)/2)(³√(448,572

-√(224,523,624,344)))+((i√(3)+1)/2)(³√(448,572

+√(224,523,624,344)))-8)/27

x1
-(³√(448,572
+√(224,523,624,344))+³√(448,572
-√(224,523,624,344))+8)/27
x2
(³√(448,572
+√(224,523,624,344))((1
-i√(3))/2))+³√(537,216-√(224,523,624,344))((i√(3)+1)/2)-8)/27
x3
(³√(448,572
-√(224,523,624,344))((1
-i√(3))/2)-³√(448,572
+√(224,523,624,344))(((i√(3)+1)/2))-8)/27

Multiple Choice

36. for 3x³--9x²+18x+18=0 whats the value of x in x1,x2,x3 form

³√(2)

-³√(4)+1

((i√(3)-1)/2)(³√(2))

((1+i√(3))/2)(³√(4))+1

((1-i√(3))/2)(³√(4))

-((1+i√(3))/2)(³√(2))+1

³√(2)

-³√(4)-3

((i√(3)-1)/2)(³√(2))

+((1+i√(3))/2)(³√(4))-3

((1-i√(3))/2)(³√(4))

-((1+i√(3))/2)(³√(2))-3

³√(1+√(2))

-³√(√(2)-1)-3

((i√(3)-1)/2)³√(1+√(2))

+((1+i√(3))/2)³√(√(2)-1)-3

((1-i√(3))/2)(³√(√(2)-1))

-((1+i√(3))/2)(³√(1+√(2)))-3

³√(√(2)-1)

-³√(1+√(2))-3

³√(√(2)-1)((i√(3)-1)/2)

-³√(√(2)+1)((i√(3)-1)/2)-3

³√(-1-√(2))((i√(3)-1)/2)

-³√(1+√(2))((i√(3)+1)/2)-3

Multiple Choice

37. for 4x⁴+3x³+2x²+x=0 solve for x in x1,x2,x3,x4 form

-(√((³√(85+5√(75)))/(8(³√(4))

-27/52 - 5/(³√(85+5√(75))))+√(5/(³√(85+5√(75)))+3

- (³√(85+5√(75)))/(8(³√(4)))))/4

- 5/32

-(√((³√(85+5√(75)))/(8(³√(4))

-27/52 - 5/(³√(85+5√(75))))-√(5/(³√(85+5√(75)))+3

- (³√(85+5√(75)))/(8(³√(4)))))/4

- 5/32

-(√((³√(85+5√(75)))/(8(³√(4))

-27/52 - 5/(³√(85+5√(75))))-√(5/(³√(85+5√(75)))-55

- (³√(85+5√(75)))/(8(³√(4)))))/4

- 5/32

(√((³√(85+5√(75)))/(8(³√(4))

-27/52 - 5/(³√(85+5√(75))))+√(5/(³√(85+5√(75)))-55

- (³√(85+5√(75)))/(8(³√(4)))))/4

- 5/32

-(√(3/(4(³√(4))

-395/6)+√(23/6

- (³√(85+5√(75)))/(8(³√(4)))))/4

-(√(3/(4(³√(4))

-395/6)+√(23/6

- (³√(85+5√(75)))/(8(³√(4)))))/4

-(√(3/(4(³√(4))

-395/6)-√(24/7

- (³√(85+5√(75)))/(8(³√(4)))))/4

(√(3/(4(³√(4))

-395/6)+√(24/7

- (³√(85+5√(75)))/(8(³√(4)))))/4

-(√(2/³√(2)-37/48

-5/(³√(35+5√(54))))+√(5/(³√(35+5√(54)))+9/2 - 2/³√(2)))/4

-(√(2/³√(2)-37/48

-5/(³√(35+5√(54))))

-√(5/(³√(35+5√(54)))+9/2 - 2/³√(2)))/4

-(√(2/³√(2)-37/48

-5/(³√(35+5√(54))))

-√(5/(³√(35+5√(54)))-5 - 2/³√(2)))/4

(√(2/³√(2)-37/48

-5/(³√(35+5√(54))))+√(5/(³√(35+5√(54)))

-5 - 2/³√(2)))/4

-(√(9/64 + ³√(35+5√(54))/

(8√(2))-5/(³√(35+5√(54))12))

+√(9/32+5/(³√(35+5√(54))12)

-³√(35+5√(54))/

(8√(2))+59/(256√(9/64 + ³√(35+5√(54))/

(8√(2))-5/(³√(35+5√(54))12))))

-3/16

-(√(9/64 + ³√(35+5√(54))/

(8√(2))-5/(³√(35+5√(54))12))

-√(9/32+5/(³√(35+5√(54))12)

-³√(35+5√(54))/

(8√(2))+59/(256√(9/64 + ³√(35+5√(54))/

(8√(2))-5/(³√(35+5√(54))12))))

-3/16

√(9/64 + ³√(35+5√(54))/

(8√(2))-5/(³√(35+5√(54))12))

-√(9/32+5/(³√(35+5√(54))12)

-³√(35+5√(54))/

(8√(2))-59/(256√(9/64 + ³√(35+5√(54))/

(8√(2))-5/(³√(35+5√(54))12)))

-3/16

√(9/64 + ³√(35+5√(54))/

(8√(2))-5/(³√(35+5√(54))12))

+√(9/32+5/(³√(35+5√(54))12)

-³√(35+5√(54))/

(8√(2))-59/(256√(9/64 + ³√(35+5√(54))/

(8√(2))-5/(³√(35+5√(54

Multiple Choice

38. for x⁴+4x³+6x²+4x+1=0 solve for x in x1,x2,x3,x4 form

-6

-4

-3

-2

-1

x1
6
x2
4
x3
3
x4
2

Multiple Choice

39. for x⁴+x³+x²+x=0 solve for x in x1,x2,x3,x4

-(√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2)+√(1/2

-1/(³√(10+2√(23))3)

-³√(5+√(23))/2

+5/(4√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2))/2 -1/4

-(√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2)-√(1/2

-1/(³√(10+2√(23))3)

-³√(5+√(23))/2

+5/(4√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2))/2 -1/4

(√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2)-√(1/2

-1/(³√(10+2√(23))3)

-³√(5+√(23))/2

-5/(4√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2))/2 -1/4

(√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2)+√(1/2

-1/(³√(10+2√(23))3)

-³√(5+√(23))/2

-5/(4√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2))/2 -1/4

-(√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2)+√(1/2

-1/(³√(10+2√(23))3)

-³√(5+√(23))/2

+5/(4√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2))/2 -1/4

-(√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2)-√(1/2

-1/(³√(10+2√(23))3)

-³√(5+√(23))/2

+5/(4√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2))/2 -1/4

(√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2)-√(1/2

-1/(³√(10+2√(23))3)

-³√(5+√(23))/2

-5/(4√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2))/2 -1/4

(√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2)+√(1/2

-1/(³√(10+2√(23))3)

-³√(5+√(23))/2

-5/(4√(1/4

+1/(³√(10+2√(23))3)

+³√(5+√(23))/2))/2 +1/4

x1
1
x2
1
x3
0
x4
0

Multiple Choice

40. for 12x⁴-22x³-38x²+88x-40=0 solve for x in x1,x2,x3,x4 form

3/4

-7/2

-3

-4

-2

-8

-(√(425/144+(373√(2))/(9(³√(√3,161,423,531,612)-1,921,964)))

+³√(√(234,468,572,856)-479,930))/2)+√(425/72

-(373√(2))/(9(³√(√(3,161,423,531,612)-1,921,964)))

-³√(√(234,468,572,856)-479,930))/2

+6,325/(48√(425/144

+(373√(2))/(9(³√(√(3,161,423,531,612)-1,921,964)))

+³√(√(234,468,572,856)-479,930))/2))))-11/12)/2

(√(425/72-(373√(2))/(9(³√(√(3,161,423,531,612)-1,921,964)))

-³√(√(234,468,572,856)-479,930))/2

+6,325/(48√(425/144

+(373√(2))/(9(³√(√(3,161,423,531,612)-1,921,964)))

+³√(√(234,468,572,856)-479,930))/2))))-√(425/144

+(373√(2))/(9(³√(√3,161,423,531,612)-1,921,964)))

+³√(√(234,468,572,856)-479,930))/2)+11/12)/2

(√(425/144+(373√(2))/(9(³√(√3,161,423,531,612)-1,921,964)))

+³√(√(234,468,572,856)-479,930))/2)-√(425/72

-(373√(2))/(9(³√(√(3,161,423,531,612)-1,921,964)))

-³√(√(234,468,572,856)-479,930))/2

-6,325/(48√(425/144

+(373√(2))/(9(³√(√(3,161,423,531,612)-1,921,964)))

+³√(√(234,468,572,856)-479,930))/2))))+11/12)/2

(√(425/144+(373√(2))/(9(³√(√3,161,423,531,612)-1,921,964)))

+³√(√(234,468,572,856)-479,930))/2)+√(425/72

-(373√(2))/(9(³√(√(3,161,423,531,612)-1,921,964)))

-³√(√(234,468,572,856)-479,930))/2

-6,325/(48√(425/144

+(373√(2))/(9(³√(√(3,161,423,531,612)-1,921,964)))

+³√(√(234,468,572,856)-479,930))/2))))+11/12)/2

-(√(425/144+(373√(2))/(9(³√(√(3,680,823,533,888)-1,917,720)))

+³√(√(230,051,470,868)-479,930)/2))+√(425/72

-(373√(2))/(9(³√(√(3,680,823,533,888)-1,917,720)))

-³√(√(230,051,470,868)-479,930)/2

+6,325/(48√(425/144

+(373√(2))/(9(³√(√(3,680,823,533,888)-1,917,720)))

+³√(√(230,051,470,868)-479,930)/2)))-11/12)/2

(√(425/72-(373√(2))/(9(³√(√(3,680,823,533,888)-1,917,720)))

-³√(√(230,051,470,868)-479,930)/2

+6,325/(48√(425/144

+(373√(2))/(9(³√(√(3,680,823,533,888)-1,917,720)))

+³√(√(230,051,470,868)-479,930)/2)))-√(425/144

+(373√(2))/(9(³√(√(3,680,823,533,888)-1,917,720)))

+³√(√(230,051,470,868)-479,930)/2))+11/12)/2

(√(425/144

+(373√(2))/(9(³√(√(3,680,823,533,888)-1,917,720)))

+³√(√(230,051,470,868)-479,930)/2))-√(425/72-(373√(2))/(9(³√(√(3,680,823,533,888)-1,917,720)))-³√(√(230,051,470,868)-479,930)/2

-6,325/(48√(425/144

+(373√(2))/(9(³√(√(3,680,823,533,888)-1,917,720)))

+³√(√(230,051,470,868)-479,930)/2)))+11/12)/2

(√(425/144

+(373√(2))/(9(³√(√(3,680,823,533,888)-1,917,720)))

+³√(√(230,051,470,868)-479,930)/2))+√(425/72

-(373√(2))/(9(³√(√(3,680,823,533,888)-1,917,720)))

-³√(√(230,051,470,868)-479,930)/2

-6,325/(48√(425/144

+(373√(2))/(9(³√(√(3,680,823,533,888)-1,917,720)))

+³√(√(230,051,470,868)-479,930)/2)))-11/12)

/20

Multiple Choice

41. solve (2i+4)(i-7)/(i+7)

(3i+4)/5

(4i+22)/5

-(i+3)/5

-(2i+4)/5

Multiple Choice

42. solve (i+1)/(i+3)-(i+5)/(i+7)

(4i+18)/85

(2i+9)/85

(4-2i)/25

(8-4i)/(25)

Multiple Choice

43. solve 2(i+5)(i+4)/7(i+2)(i+1)+8i(i-1)/(i-3)10(i-4)

(96,552-82,320i)/425

(12,861,480i-2,393,360)/365

(1,286,148i-239,336)/365

(24,138-20,580i)/2,125

Multiple Choice

44. solve (4i+3)(6i+2)/(2i+11)+(67i-34)/(4i+38)

(34,372i+32,415)

/18,250

(343,720i+324,150)

/18,250

(219,720+641,210i)

/18,250

(21,972+64,121i)

/18,250

Multiple Choice

45. if 3^x=729, x=log₃(729) whats the value of x?

Multiple Choice

46. 6^b=36, b=log₆(36) whats the value of b

Multiple Choice

47. log₈(32,768)

Multiple Choice

48. log₉(6,561)

Multiple Choice

49. log(10,000)

Multiple Choice

50 ln(e⁷)

Multiple Choice

51. log(100)

Multiple Choice

52. log(1,000,000,000,000)

Multiple Choice

53. log₇(14)+log₇(21)

log₇(6)

2+log₇(300)

log₇(300)

2+log₇(6)

Multiple Choice

54. ln(5e⁷)-log(10,000)

10e²⁸

5e³

28+ln(10)

3+ln(5)

Multiple Choice

55. (3^ln(e)3^log(100))^log(b)

27log(b)

27b

27^log(b)

Multiple Choice

56. (9^log(e))⁵(3^ln(e))³

1,594,323^log(e)

3(59,049^log(e))

167,147^log(e)

27(59,049)^log(e)

Multiple Choice

57. 5log(2)

log(10)

log(32)

log(64)

log(500)

Multiple Choice

58. 4ln(e⁷)+5ln(300)

140+20ln(

3.486784401(10)⁴⁹)

28+ln(1,500)

28+ln(2,430,000,000,000)

7+ln(6,000)

Multiple Choice

59. 6log(10)+4log(10²)

10¹⁴

10¹⁰

Multiple Choice

60. 5log₇(343)+log₇(14)/2

7+log(√(14))

15.5+log(√(2))

2+log(√(2))

343+log(√(14))

Multiple Choice

61. log₈(e)

e^-1

log_x(8)/log_x(e)

log_x(e)/log_x(8)

Multiple Choice

62. log_n(n⁵+n²)-log_n(n³+3n²)

log_n(n²+3n-9

-26n^-1/(n+3)-n³-3n²)/log_x(n)

log_x(n²-3n+9

-26/(n+3))/log_x(n)

log_x(n⁵-n³

-2n²)/log_x(n)

log_n(n⁵+n²)

Multiple Choice

63. j^plog(m)=kⁿ find n.

log(j)log_k(mp)

log(j)log_k(jp)

plog(j)log_k(m)

plog(m)log_k(j)

Multiple Choice

64. 5n((log_a(b))^-n+log_b(a))⁵ⁿ

log_b(a⁵ⁿ⁺⁵ⁿⁿ)

log_b(a¹⁺ⁿ)

(log_b(a¹⁺ⁿ))⁵ⁿ

(log_b(a⁵ⁿ⁺⁵ⁿⁿ))⁵ⁿ

Multiple Choice

65. when b(x)=2x⁴-3x⁷ whats the value of b(x) when x->-∞

∞

-∞

-3

Multiple Choice

66. when r(x)=8x⁵-3x⁴ whats the value of r(x) when x->-∞

∞

-∞

Multiple Choice

67. m(c)=7c¹⁰-25cⁿ+50c¹⁵ let n=22, find m(c), when

c->-∞

-∞

-25

∞

Multiple Choice

68. c(r)=3r^h+6r^eπ+21^100πr^4e,let h=40 and, h is factorable by 2, find c(r), when r->-∞

∞

-3

-∞

N/A

Multiple Choice

69. when g(x)=(5xⁿ+3x⁴+6x³+25x²+50x+1)/(125x²⁷+65x⁴+51x³+122x²+250x+355), where n>50 and its nonfactorable by 2, whats value g(x) approches to when x -> -∞

-1

∞

-∞

N/A

Multiple Choice

70. when r(x)=(8x³-6xⁿ+450x+5,000)/(2xⁿ+55x+450) let n>5, and its factorable by 2, find r(x) when x->∞.

∞

-∞

-3

N/A

Multiple Choice

71. u(x)=(5x⁴+3x³-2xⁿ+100nx+1)/(5xⁿ+15x⁴+60x³+180x²+360x+360) where n=2, find u(x) when x->-∞,

-1

-1/3

1/3

N/A

Multiple Choice

72. when d(x)=(5x+4)/(2x+3) find d(x) when x->-∞

-5/2

∞

-∞

5/2

N/A

Multiple Choice

73. a(s)=ln(s)/log_π(s) find a(s), when s->-∞

∞

-∞

N/A

Multiple Choice

74. f(t)=log(25t)/log_π(500t) find f(t) when t->--∞

log(25t)/log_π(20)log_π(25t)

∞

-∞

log_π(10)

N/A

Multiple Choice

75. when h(l)=log_π(e^5l)/ln(e^5l), find h(l), as l->∞

ln(π)

-∞

∞

N/A

Multiple Choice

76. when m(c)=log_1.0058(c)/log_.00001eπ(c) find m(c), when m->∞

-∞

-log_{(.00001eπ)^-1}(1.0058)

∞

N/A

Multiple Choice

77. what are the factors for 5x³+65x²+320x+450

(x+5-³√(332/27 - √(122,391/729))

-³√(332/27 + √(122,391/729)))(x+5

-(-i√(3)/2 - 1/2)³√(332/27

-√(122,391/729))

-(i√(3)/2 - 1/2)³√(332/27

+√(122,391/729)))(x+5

-(i√(3)/2 - 1/2)³√(332/27

-√(122,391/729))-(-i√(3)/2

-1/2)³√(332/27 + √(122,391/729)))

(x+5+³√(332/27 - √(122,391/729))

-³√(332/27 - √(122,391/729)))(x+5

+(-i√(3)/2 - 1/2)³√(332/27

-√(122,391/729))

+(i√(3)/2 - 1/2)³√(332/27

+√(122,391/729)))(x+5

+(i√(3)/2 - 1/2)³√(332/27

-√(122,391/729))+(-i√(3)/2

-1/2)³√(332/27 + √(122,391/729)))

5(x+5+³√(332/27 - √(122,391/729))

-³√(332/27 - √(122,391/729)))(x+5

+(-i√(3)/2 - 1/2)³√(332/27

-√(122,391/729))

+(i√(3)/2 - 1/2)³√(332/27

+√(122,391/729)))(x+5

+(i√(3)/2 - 1/2)³√(332/27

-√(122,391/729))+(-i√(3)/2

-1/2)³√(332/27 + √(122,391/729)))

5(x+5-³√(332/27 - √(122,391/729))

-³√(332/27 + √(122,391/729)))(x+5

-(-i√(3)/2 - 1/2)³√(332/27

-√(122,391/729))

-(i√(3)/2 - 1/2)³√(332/27

+√(122,391/729)))(x+5

-(i√(3)/2 - 1/2)³√(332/27

-√(122,391/729))-(-i√(3)/2

-1/2)³√(332/27 + √(122,391/729)))

Multiple Choice

74. what are the factors for 5x²+6x+9

5(x-(3+√(3))/5)(-+(3-√(3))/5)

5(x-(3+i√(3))/5)5(x-(3-i√(3))/5)

(x-(3+6i)/10)(x-(3-6i)/10)

(x-(3+6i)/5)(x-(3-6i)/5)

Multiple Choice

79. what are the factors for 6x⁴+5x³+7x²+4x+8

6(x+(((√(587/(³√(8,387+√(131,920,234))18)-³√(8,387+√(131,920,234))/(³√(2)12)-29/48)+√(³√(√(131,920,234)-8,387)/(³√(2)12)-587/(³√(√(131,920,234)+8,387)18)-29/24

-715/(144√(587/(³√(8,387+√(131,920,234))18)-³√(8,387+√(131,920,234))/(³√(2)12)-29/48))))/2+

5/24))(x+(((√(587/(³√(8,387+√(131,920,234))18)-³√(8,387+√(131,920,234))/

(³√(2)12)-29/48)-√(³√(√(131,920,234)-8,387)/(³√(2)12)-587/(³√(√(131,920,234)+8,387)

18)-29/24

-715/(144√(587/(³√(8,387+√(131,920,234))18)-³√(8,387

+√(131,920,234))/(³√(2)12)-29/48))))/2

+5/24))(x

+(((√(³√(√(131,920,234)-8,387)/(³√(2)12)-587

/(³√(√(131,920,234)+8,387)18)-29/24

+715/(144√(587/(³√(8,387+√(131,920,234))18)-³√(8,387

+√(131,920,234))/(³√(2)12)-29/48))

-√(587/(³√(8,387+√(131,920,234))18)

-³√(8,387+√(131,920,234))/(³√(2)12)-29/48))/2

+5/24))(x-(((√(587/(³√(8,387+√(131,920,234))18)-³√(8,387

+√(131,920,234))/(³√(2)12)-29/48)+√(³√(√(131,920,234)

-8,387)/(³√(2)12)-587/(³√(√(131,920,234)+8,387)18)-29/24

+715/(144√(587/(³√(8,387+√(131,920,234))18)

-³√(8,387+√(131,920,234))/(³√(2)12)-29/48))))/2

+5/24))

6(x+(((√(³√(i√(131,920,234)-8,387)/(³√(2)12)-587

/(³√(i√(131,920,234)-8,387)18)-29/48)+√(587

/(³√(i√(131,920,234)-8,387)18)-³√(i√(131,920,234)-8,387)

/(³√(2)12)-29/24

-715/(144√(³√(i√(131,920,234)

-8,387)

/(³√(2)12)-587/(³√(i√(131,920,234)-8,387)18)-29/48))))/2

+5/24))

+(((√(³√(i√(131,920,234)-8,387)/(³√(2)12)-587

/(³√(i√(131,920,234)-8,387)18)-29/48)

-√(587/(³√(i√(131,920,234)-8,387)18)-³√(i√(131,920,234)

-8,387)/(³√(2)12)-29/24

-715/(144√(³√(i√(131,920,234)

-8,387)/(³√(2)12)-587/(³√(i√(131,920,234)-8,387)18)-29/48))))/2+

5/24))(x+(((√(587/(³√(i√(131,920,234)-8,387)18)-³√(i√(131,920,234)-8,387)/(³√(2)12)-29/24

+715/(144√(³√(i√(131,920,234)

-8,387)/(³√(2)12)-587/(³√(i√(131,920,234)-8,387)18)-29/48))-√(³√(i√(131,920,234)-8,387)/(³√(2)12)-587

/(³√(i√(131,920,234)-8,387)18)-29/48))/2+5/24))

-(((√(³√(i√(131,920,234)-8,387)/(³√(2)12)-587

/(³√(i√(131,920,234)-8,387)18)-29/48)+√(587/(³√(i√(131,920,234)-8,387)18)-³√(i√(131,920,234)-8,387)/(³√(2)12)-29/24

+715/(144√(³√(i√(131,920,234)

-8,387)/(³√(2)12)-587/(³√(i√(131,920,234)-8,387)18)-29/48))))/2

+5/24))

6(x+(((√(³√(√(131,920,234)-8,387)/(³√(2)12)-587

/(³√(√(131,920,234)-8,387)18)-29/48)+√(587/(³√(√(131,920,234)-8,387)18)

-³√(√(131,920,234)-8,387)/(³√(2)12)-29/24

-715/(144√(³√(√(131,920,234)

-8,387)/(³√(2)12)-587/(³√(i√(131,920,234)-8,387)18)

-29/48))))/2+5/24))(x

+(((√(³√(√(131,920,234)-8,387)/(³√(2)12)-587

/(³√(√(131,920,234)-8,387)18)-29/48)

-√(587/(³√(√(131,920,234)-8,387)18)-³√(√(131,920,234)-8,387)/(³√(2)12)-29/24

-715/(144√(³√(√(131,920,234)

-8,387)/(³√(2)12)-587/(³√(i√(131,920,234)-8,387)18)-29/48))))/2

+5/24))(x

+(((√(587/(³√(√(131,920,234)-8,387)18)-³√(√(131,920,234)

-8,387)/(³√(2)12)-29/24

+715/(144√(³√(√(131,920,234)

-8,387)/(³√(2)12)-587/(³√(√(131,920,234)-8,387)18)-29/48))

-√(³√(√(131,920,234)-8,387)/(³√(2)12)-587

/(³√(√(131,920,234)-8,387)18)-29/48))/2+5/24))(x

-(((√(³√(√(131,920,234)-8,387)/(³√(2)12)-587

/(³√(√(131,920,234)-8,387)18)-29/48)+√(587

/(³√(i√(131,920,234)-8,387)18)

-³√(√(131,920,234)-8,387)/(³√(2)12)-29/24

+715/(144√(³√(√(131,920,234)

-8,387)/(³√(2)12)-587/(³√(i√(131,920,234)-8,387)18)-29/48))))/2

+5/24))

6(x+4)(x+2)²(x+1)

Multiple Choice

80. factor 4x³+12x²+24x-24

(x+(³√(5+√(26))((i√(3)-1)/2)-³√(5

-√(26))((-i√(3)-1)/2)))(x+(³√(5

+√(26))((-i√(3)-1)/2)-³√(5

-√(26))((i√(3)-1)/2)))(x

+(³√(5+√(26))+³√(5-√(26))))

4(x+1)³

(x+1)³

4(x+(³√(5+√(26))((i√(3)-1)/2)

-³√(5-√(26))((-i√(3)-1)/2)))(x+(³√(5+√(26))((-i√(3)-1)/2)-³√(5

-√(26))((i√(3)-1)/2)))(x

+(³√(5+√(26))+³√(5-√(26))))

Multiple Choice

81. h(n)=6nⁿ+4ⁿ, j(n)=5n+2, and k(n)=6n+1, find j(k(h(2)))

1,207

1,200

400

Multiple Choice

82. f(x)=2, g(x)=5x+6^x, when 7^g(f(x))n=49^{(f(g(∞))+5)(n+3)} whats the solution, find n

39/21

21/39

46/21

21/46

Multiple Choice

79. if f(x)=6x+4.g=2x²+5x+4 n=j(x) , j(x)=log_4x(x^x) find f²(g⁴(6xⁿ)) when x=4

∞

-∞

768,146,728,594,978,920

590,049,406,506,130,551,023,413,792,333

,664

Multiple Choice

84. if f(x)=5x+2, g(x)=2x+5, find f(g(n²+5n+1)+6n)

∞

-∞

10n²+50n+37

10n²+80n+37

Multiple Choice

85. h(n)=6n²+78n+103, find h^-1(n)

n=√(y/6+251/12)

n=√(y/6+251/12)-13/2

n=√(h/6+251/12)-13/2

n=√(h/6+251/12)

Multiple Choice

86. if o(d)=7d²+14d+14, find o^-1(d)

d=√(o/7-1)-1

y=√(o/7-1)-1

d=√(o-7)-1

y=(o-7)-1

Multiple Choice

87. y=2^x/65,536

x=2^y-16

x=16+log₂(y)

x=4+log₂(y)

x=log₂(∞)

Multiple Choice

88. g(x)=log(5+log₂(e+ln(x))), find g^-1(x)

x= e^{10^(2^(y)-5)-e}

x= 2^{2^(10^(y)-5)-e}

x= e^{2^(10^(y)-5)-e}

e^e(2(y)-5)-e

1. a(x)=[[x]] b(x) resulted from a(x) but shifted horizontaly 143.78 units left, vertical strech by 1,024, shifted verticly 67.8 units down what is the equation of b(x).

b(x)=1,024[[x-100]]+70

b(x)=1,024[[x+100]]-70

b(x)=1,024[[x+143.78]]-67.8

b(x)=1,024[[x-143.78]]-67.8

Show answer

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