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Unit 2 Lesson 6-8

Total questions: 39

Worksheet time: 59mins

Name
Class
Date
1.

Entrance to a park costs $6 per vehicle, and $2 per person. What is the total cost for a car with 2 people?

(HINT: $2 x 2 + 6)

a)

$8

b)

$10

c)

$12

d)

$14

2.

The park charges $6 per vehicle plus $2 per person. What is the total cost for a car with four people?

HINT: ($2 x 4) + 6

a)

$12

b)

$14

c)

$16

d)

$18

3.

The park charges $6 per vehicle plus $2 per person. What is the total cost for a vehicle with 10 people?

HINT: ($2 x 10)+6

a)

$22

b)

$24

c)

$26

d)

$28

4.

Four people are going to a park in a car. The entrance fee is $6 per vehicle and $2 per person. If they split the total cost equally, how much does each person pay?

(Hint: DIVIDE DIVIDE DIVIDE )

($2 x 4) + 6 / 4 =

a)

$3.50

b)

$4.00

c)

$4.50

d)

$5.00

5.

A bus carries 50 people. Using the park fee rule ( $6 per vehicle, and $2 per person), which expression correctly gives the total entrance cost C in dollars?

a)

C=6+50

b)

C=6+2(50)

c)

C=6(50)+2

d)

C=2+6(50)

6.

The total entrance cost C for a group is given by C = 6 + 2p, where p is the number of students. Is the relationship between p and C proportional?

a)

Yes, because C is always 2 times p.

b)

Yes, because the ratio C/p is constant.

c)

No, because there is a $6 fixed cost so C/p is not constant.

d)

No, because C decreases as p increases.

7.

Vinshawn’s run times for 6 and 8 laps are 15 and 23 minutes. What is his average minutes per lap between 6 and 8 laps?

(Hint: Time/Distance)

a)

2 minutes per lap

b)

3 minutes per lap

c)

4 minutes per lap

d)

It cannot be found

8.

Is Quincy running at a constant pace based on his times for 2, 4, 6, and 8 laps (4, 9, 15, 23 minutes)?

a)

Yes, because time increases by the same amount each time.

b)

Yes, because minutes per lap are constant at 2.

c)

No, because the minutes per lap are not constant.

d)

No, because he gets faster every lap but by the same amount.

9.

Quintaisha’s times for 2, 4, 6, and 8 laps are 5, 10, 15, and 20 minutes. What is her minutes per lap? (Hint: TIME/DISTANCE)

a)

1.5 minutes per lap

b)

2 minutes per lap

c)

2.5 minutes per lap

d)

3 minutes per lap

10.

Convert 20 degrees Celsius to Fahrenheit using F = 9/5 C + 32. Which value is correct? (HINT: 9/5 = 1.8)

a)

48°F

b)

52°F

c)

68°F

d)

72°F

11.

According to F = 9/5 C + 32, what Celsius temperature is equal to 4°F?

(HINT: 9/5 = 1.8)

a)

−20°C

b)

−15.6°C

c)

−13.3°C

d)

−2.2°C

12.

Convert 175°C to Fahrenheit using F = 9/5 C + 32.

(HINT: 9/5 = 1.8)

a)

347°F

b)

356°F

c)

367°F

d)

392°F

13.

Chris'Shun uses the equation c = 2.54n to convert inches to centimeters. What is the length in centimeters if the book is 10 inches long?

a)

12.54 cm

b)

20.4 cm

c)

25.4 cm

d)

254 cm

14.

What is 8 inches in centimeters using c = 2.54 n?

a)

16.2 cm

b)

20.32 cm

c)

22.54 cm

d)

27.8 cm

15.

A ribbon is 3 1/2 inches long. Using c = 2.54 n, what is its length in centimeters?

(HINT: 3 1/2 = 3.5)

a)

7.62 cm

b)

8.26 cm

c)

8.89 cm

d)

9.45 cm

16.

Which conversion shows a proportional relationship between the two units?

a)

Fahrenheit to Celsius using F = 9/5 C + 32

b)

Inches to centimeters using c = 2.54 n

17.

5,000 tickets are sold for a total of $311,000. What is the price of one ticket?

a)

$55.00

b)

$60.00

c)

$62.20

d)

$65.50

18.

If 7,000 tickets are sold at the same price, what is the total sales amount?

HINT: One Ticket = $62.2

a)

$404,300

b)

$435,400

c)

$455,400

d)

$480,000

19.

If 10,000 tickets are sold at the same price, what is the total revenue?

(HINT: One Ticket = $62.2)

a)

$311,000

b)

$550,000

c)

$622,000

d)

$700,000

20.

Which expression gives the revenue for selling x tickets at the same price per ticket?

a)

311,000x

b)

62.2x

c)

5,000x

d)

x/62.2

21.

How many tickets must be sold at the same price to make $404,300?

HINT: $404,300/$62.2

a)

6,200

b)

6,500

c)

6,800

d)

7,000

22.

2.4 kg of aluminum cans were collected. If 10 cans weigh 0.16 kg, about how many cans were collected?

a)

120

b)

130

c)

140

d)

150

23.

10 recycled cans are worth $0.14. What is the value of 2.4 kg of cans?

a)

$1.68

b)

$1.96

c)

$2.24

d)

$2.52

24.

What is the length in centimeters of a pencil that is 6 inches long, using the equation c = 2.54n?

a)

15.24 cm

b)

16.54 cm

c)

12.24 cm

d)

13.54 cm

25.

Convert 100 degrees Celsius to Fahrenheit using F = 9/5 C + 32. What is the correct value?

a)

220°F

b)

212°F

c)

180°F

d)

240°F

26.

If 10 cans weigh 0.16 kg, what is the weight in kilograms of 25 cans?

a)

0.32 kg

b)

0.40 kg

c)

0.25 kg

d)

0.50 kg

27.

What is the Fahrenheit temperature when the Celsius temperature is 0°C? (Use F = 9/5 C + 32)

a)

212°F

b)

100°F

c)

32°F

d)

0°F

28.

786 x 35

(a)  

29.

What is the first step in solving this equation?

354 (35468) - 234 + 345/245 =

a)

Multiply 35468 x 354

b)

345/245

c)

-234

d)

ADD EVERYTHING

30.

4,789 + 7,892 + 2 =

(a)  

31.
a)
3,887
b)
4,113
c)
5,177
d)
3,787
32.
My little brother is trying to figure out how many days are in winter. December has 11 days, January has 31 days, February has 28 days, and March has 21 days of winter. How many total days are there in winter? 
a)
90 Days 
b)
100 Days 
c)
91 Days 
d)
190 Days 
33.
Kathy had $125. She received $220 for her birthday. Later she spent $78 at Macy’s. Which equation can be used to find the amount of money Kathy has now?
a)
A.$125 + $220 + $78 = $423
b)
A.$220 - $125 + $78 = $173
c)
A.$125 + $220 - $78 = $267
d)
A.$220 - $125 - $78 = $17
34.
309 kids signed up for the Highlands Ranch baseball league. 238 of the kids were boys. How many were girls?
a)
71
b)
131
c)
81
d)
132
35.
What is 5067 + 4356?
a)
4587
b)
9423
c)
9898
d)
7854
36.
10+10
a)
20
b)
10
c)
19
d)
14
37.
23x5=
a)
115
b)
120
c)
105
d)
116
38.
A fifth grader has 75 Pokemon cards. He lets his friend borrow 8 cards. Then he lets his other friend borrow 4 cards. How many cards does the fifth grader have after he lets his friends borrow some cards? 
a)
52 cards
b)
71 cards 
c)
67 cards
d)
63 cards 
39.
Josh went on three business trips last year.   - In April he traveled 278 miles.   - In July he traveled 652 miles.   - In December he traveled 767 miles. How many more miles did Josh travel in April and July combined, than he traveled in December?
a)
930
b)
147
c)
163
d)
237