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S1 Test 1

Total questions: 23

Worksheet time: 2hrs 55mins

Name
Class
Date
1.

Solve the following two step equation.

5x+1=−495x+1=-49  

a)

9.6

b)

10

c)

-10

d)

-9.6

2.

Solve the following two step equation.

2−4a=182-4a=18  

a)

a=−2.25a=-2.25  

b)

a=4a=4  

c)

a=−5a=-5  

d)

a=−4a=-4  

3.

Solve and graph the inequality.

4x−1≥−294x-1\ge-29  

a)

x≥−7x\ge-7  

b)

x≤−7x\le-7  

c)

x≥−7x\ge-7  

d)

x≤7x\le7  

4.

Solve and graph the inequality.

4−2x>−24-2x>-2  

a)

x>−3x>-3  

b)

x<−3x<-3  

c)

x>3x>3  

d)

x<3x<3  

5.

Solve the following equation.

−12x+8+5x=36-12x+8+5x=36  

a)

x=2x=2  

b)

x=−4x=-4  

c)

x=4x=4  

d)

x=7x=7  

6.

Solve the following equation.

8k−(6k−4)=108k-\left(6k-4\right)=10  

a)

k=3k=3  

b)

k=7k=7  

c)

k=0.228k=0.228  

d)

k=−3k=-3  

7.

Solve the inequality.

2−(2x−4)>−42-\left(2x-4\right)>-4  

a)

x<−5x<-5  

b)

x>−5x>-5  

c)

x<5x<5  

d)

x>5x>5  

8.

Solve the inequality.

2(4x−3)−5x≤−272\left(4x-3\right)-5x\le-27  

a)

x≥−7x\ge-7  

b)

x≤−7x\le-7  

c)

x≤7x\le7  

d)

x≥7x\ge7  

9.

Solve the equation.

−22+8v=7(4v−6)-22+8v=7\left(4v-6\right)  

a)

v=−1v=-1  

b)

v=2v=2  

c)

v=0.125v=0.125  

d)

v=1v=1  

10.

Solve the equation.

−12−4b=4−2b-12-4b=4-2b  

a)

b=2b=2  

b)

b=−8b=-8  

c)

b=8b=8  

d)

b=4b=4  

11.

Solve and graph the inequality.

−7v−9<6(1−2v)-7v-9<6\left(1-2v\right)  

a)

v>3v>3  

b)

v<3v<3  

c)

v>−3v>-3  

d)

v<−3v<-3  

12.

Solve and graph the inequality.

6x+1≤9−2x6x+1\le9-2x  

a)

x≤1x\le1  

b)

z≥1z\ge1  

c)

x≤−1x\le-1  

d)

x≥−1x\ge-1  

13.

Wes wants to spend under $15 on lunch. He decides to buy pizza slices, which cost $2.50 each and a two-liter soda which costs $1.75. Which inequality represents this situation?

a)

15>2.50x+1.7515>2.50x+1.75  

b)

15≥2.50x+1.7515\ge2.50x+1.75  

c)

15≤2.50x+1.7515\le2.50x+1.75  

d)

15<2.50x+1.7515<2.50x+1.75  

14.

Wes wants to spend under $15 on lunch. He decides to buy pizza slices, which cost $2.50 each and a two-liter soda which costs $1.75. What is the maximum number of pizza slices Wes can buy?

a)

 6 pizza slice

b)

 4 pizza slices

c)

 5 pizza slices

d)

 3 pizza slices

15.

Which of the following is NOT a function?

a)

A

b)

B

c)

C

d)

C

16.

Which functions is continuous?

a)

A

b)

B

c)

C

d)

D

17.

What is the domain of the function below?

a)

−6<x≤5-6<x\le5  

b)

−3≤y≤4-3\le y\le4  

c)

−3<y≤4-3<y\le4  

d)

−6≤x<5-6\le x<5  

18.

What is the domain of the function shown on the grpah?

a)

{1,2,3,4,5,6}\left\{1,2,3,4,5,6\right\}  

b)

{2,4,8}\left\{2,4,8\right\}  

c)

{0,1,2,3,4,5,6}\left\{0,1,2,3,4,5,6\right\}  

d)

{−1,0,1,2,3,6}\left\{-1,0,1,2,3,6\right\}  

19.

What is the range?

{(1,3),(2,4),(3,4)}\left\{\left(1,3\right),\left(2,4\right),\left(3,4\right)\right\}  

a)

{3,4}\left\{3,4\right\}  

b)

{1,2,3,4}\left\{1,2,3,4\right\}  

c)

{1,2,3}\left\{1,2,3\right\}  

d)

{1,3}\left\{1,3\right\}  

20.

What is the range?

a)

{5,10,15}\left\{5,10,15\right\}  

b)

{2,4,6,8}\left\{2,4,6,8\right\}  

c)

{(5,2),(5,4),(10,6),(15,8)}\left\{\left(5,2\right),\left(5,4\right),\left(10,6\right),\left(15,8\right)\right\}  

d)

{5,2,4,10,15}\left\{5,2,4,10,15\right\}  

21.

What is the range?

a)

1≤x≤51\le x\le5  

b)

1≤y≤51\le y\le5  

c)

1<x<51<x<5  

d)

1<y<51<y<5  

22.

If f(x)=2x+5f\left(x\right)=2x+5  , find f(−3)f\left(-3\right)  .

a)

f(−3)=11f\left(-3\right)=11  

b)

f(−3)=−1f\left(-3\right)=-1  

c)

f(−3)=−4f\left(-3\right)=-4  

d)

f(−3)=1f\left(-3\right)=1  

23.

If f(x)=6x+4f\left(x\right)=6x+4  , find f(x)=−5f\left(x\right)=-5  .

a)

x=−26x=-26  

b)

x=3x=3  

c)

x=23x=\frac{2}{3}  

d)

x=−32x=-\frac{3}{2}