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VAP Unit Test

Total questions: 26

Worksheet time: 38mins

Name
Class
Date
1.

Express the relationship as an equation:

the total money collected (m) if the cost to go on the trip is $20 for each student (S)

a)

m = 20

b)

m = 20s

c)

m = 20 - s

2.

Express the relationship as an equation:

The fare (f) for a taxi cab is $5.00 plus $1.25 charge per mile. (m)

a)

f = 5 + 1.25m

b)

f = 5m

c)

f = 7.25m

3.

Express the relationship as an equation:

The price (p) for a hotdog is $0.25 and a hotdog bun is $0.10. How much would it cost for any amount of students (s) to have a hotdog (h) at a picnic?

a)

p = 0.25s

b)

p = s (0.25 + 0.10)

c)

p = 0.30 - s

4.

What is the DEPENDENT variable for all of these graphs?

a)

money

b)

height

c)

time

5.

The graph at the right shows Dylan's motorcycle trip from his home to his friend's home in another city.

During which time interval did Dylan stop for lunch?

a)

between hour 0 and hour 1

b)

between hour 1 and hour 2

c)

between hour 2 and hour 3

6.

It takes Ariel 60 minutes to reach the hiking team's campsite, following a trail that is mapped out on the graph.

During which time interval was Ariel hiking downhill?

a)

between 20 and 30 minutes

b)

between 30 and 40 minutes

c)

between 40 and 50 minutes

7.

Which graph could represent the following story?

"Alison walked from her school's commens area to her math class. After class (remember time continues in class), she returns to the the commons area, but stops to get a candy bar from a vending machine before she gets there."

a)
b)
c)
8.

Pam and her two brothers are going to a dance. They know the following costs:

$2.00 Dance admission

$1.50 Photo with friends

$1.75 Pizza slice and drink

Which expression could you use to find the TOTAL price for the three students?

a)

3 (2 + 1.5 + 1.75)

b)

3(2) - 3(1.5) - 3(1.75)

c)

(2 + 1.5 + 1.75) ÷ 3

9.

Their mother gives them a $20 bill for them to go to the dance, get a photo and buy pizza/drink. Is it enough to pay for all three?


$2.00 Dance admission per person

$1.50 Photo with friends per person

$1.75 Pizza slice and drink per person

a)

Yes it is exactly $20 for all three so they will not get change.

b)

Yes it is enough and they will have $4.25 left over as extra

c)

No it it not enough

10.

Dan wanted to find the least expensive place to buy games for his Nintendo Switch .

• Best Buy sells games for $15.50 each.

• Game Stop has an initial $25 membership fee. Then, each game is $12.


If Dan purchases 3 games, which store has the best buy?

a)

Best buy: 3(15.50)

b)

Game stop: 25 + 2(12)

c)

Both are same price

11.

How many games (g) can Dan buy at Gamestop

if he wants to keep his total cost to no more than $100?

Price: Gamestop has an initial $25 membership fee. Then, each game is $12.

a)

5 games

b)

6 games

c)

7 games

12.

Which expression is equivalent to 7(3 + y + 2y + y)? Hint: apply the distributive property.

a)

A. 21+ 28y

b)

B. 39y

c)

C. 21 +14y

13.

Solve this equation: 7X = 35

a)

x = 3

b)

x = 4

c)

x = 5

14.

Solve the equation: y - 6 = 10

a)

y = 16

b)

y = 4

c)

y = 10

15.

 Solve the equation:  y6=5Solve\ the\ equation:\ \ \frac{y}{6}=5 

a)

x = 12

b)

x = 30

c)

x = 24

16.

Solve the equation: 2 ( x + 3) = 20

Hint: First, distribute the 2,

then solve for x

a)

6

b)

7

c)

8

17.

Solve the equation: 5 + X = 10

a)

x = 5

b)

x = 6

c)

x = 7

18.

Express the relationship as an equation: the total amount of money earned (t) if the cost of lemonade is $2.00 per cup (c)

a)

tc = 4

b)

t = c

c)

t = 2c

19.

Express the relationship as an equation: the balance on my $25 gift card (b) for any number of $3.50 chicken sandwiches that I purchase. (n)

a)

b = 3.30 + 25n

b)

b = 25n

c)

b = 25 - 3.50n

20.

Express the relationship as an equation: The total cost (c) for a gym with a sign-up fee of $50 and a $12.50 monthly charge. (m)

a)

c = 50m

b)

c = 50 + 12.50m

c)

c = 50 + 12.50

21.

What is the independent variable in all of these graphs?

a)

money

b)

height

c)

time

22.

Which story would match this graph?

a)

Bike riders increased at a steady rate, took a break for lunch, then rode back home as a steady rate.

b)

The bikers rode quickly at a steady rate until they met their destination and stopped.

c)

The riders had wind blowing against them making their strip take longer.

23.
Solve:
(32 ÷ 8) + 27 - 11
a)
10
b)
20
c)
30
24.
2 + (92 - 4)
a)
16
b)
77
c)
79
25.
4x + 7 = 23
a)
x = 16
b)
x = 4
c)
x = 9
d)
x = 12
26.
6p - 5 =13
a)
12
b)
15
c)
3
d)
-3