Solve |2x –3| + 5 =10.

Select all of the valid solutions,

do not select if the solution is extraneous

• –1

• 4

• 1

• –4

• 2

solve:

3| −8x| + 8 = 80

• {−7/3, 7/3}

• {−3,3}

• {11/3,−11/3}

• No Solution

solve: |−2n| + 10 = −50

• {30, −30}

• {20,−20}

• {−5,5}

• No Solution

solve: 2|x – 12| − 6 = 22

• −2, −26

• −2, 26

• 3, 25

• 4, −7

solve: 3|v + 8| − 15 = 6

• {−1,−15}

• {−1,−5}

• {−15,15}

• No Solution

Solve:

9|9 − 2p| = 81

• p = 0, p = −9

• p = −63/2, p = 99/2

• p = 0, p = 9

• No Solution

 $\left|x-10\right|-7>-23$  
Solve problem.

• no solution

•  $x>-6\ and\ x\ <26$  

•  $x<-6\ and\ x\ >26$  

• all real numbers

 $Solve:\ \left|2w-1\right|<11$  

• No Solution

•  $w<5$  

•  $w>-5\ and\ w<6$  -

•  $w<5\ and\ w>-6$  

Is this an "and" or an "or" problem?
Hint: Solve and Graph it will help to determine this!

 $\left|x-2\right|>3$  

• and

• or

−2|−2r − 4| = -12

• {5,1}
• {-5,-1}
• {-5,1}
• No Solution