Math 7 Unit 3 Percent Applications Review

Math 7 Unit 3 Percent Applications Review

7th Grade

15 Qs

quiz-placeholder

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Math 7 Unit 3 Percent Applications Review

Math 7 Unit 3 Percent Applications Review

Assessment

Quiz

Mathematics

7th Grade

Easy

Created by

Mark Savage

Used 2+ times

FREE Resource

15 questions

Show all answers

1.

MULTIPLE CHOICE QUESTION

2 mins • 2 pts

John estimates that a piece of metal measures 7.5 cm. If it actually measures 7.68 cm, what is the percent error of John's estimate?

2.34%

2.38%

13%

48.83%

Answer explanation

Media Image

Method 1 (photo left):

Set up a proportion. Since you are finding the percent, x goes over 100. The estimated length of 7.5 is the numerator. The actual length of 7.68 is the denominator. Then find the crossproducts, which are 7.68x and 750. Divide 750 by 7.68 which is 97.66% Then find the difference (100% - 97.66% = 2.38%), so the percent error is 2.34%.

Method 2 (photo right):

First subtract the estimated and actual values (7.68 - 7.5 = 0.18) to find the difference. Set up a proportion. since you are finding the percent, x goes over 100. The difference is the numerator and the actual length is the denominator. Then find the crossproducts, which are 7.68x and 18. Divide 18 by 7.68 which is 2.34, so the percent error is 2.34%.

Alternate Method:

Also, the percent error can be found by subtracting the estimated and actual values, then dividing it by the actual value, and multiplying by 100.

In this case, the percent error is 2.34%.

2.

FILL IN THE BLANK QUESTION

2 mins • 2 pts

In Season 1, Jackson STRUCK OUT 25 times in 75 times at bat. In Season 2, he STRUCK OUT 35 times in 105 times at bat. In Season 3, Jackson STRUCK OUT 21 times in 120 times at bat. What percentage of times at bat did Jackson actually hit the ball?

Answer explanation

Media Image

Find the number of hits for Jackson by subtracting the strike outs from the times at bat each season.

Season 1: 75 - 25 = 50 hits

Season 2: 105 - 35 = 70 hits

Season 3: 120 - 21 = 99 hits

Find the sum: 50 + 70 + 99 = 219 hits

Find the total number of times at bat for Jackson by adding: 75 + 105 + 120 = 300 times at bat.

Set up a proportion. Since you are finding the percent, x goes over 100. The part (or numerator) is 219. The whole (or denominator) is 300. Find the crossproducts, which are 300x and 21,900. Divide 21,900 by 300 to get 73. Jackson hit the ball 73% of the times he was at bat.

3.

MULTIPLE CHOICE QUESTION

2 mins • 2 pts

A boutique sells a handbag with a 90% markup. If the boutique sells the handbag for $209.00, what is their non-markup price?

$90

$110

$150

$200

Answer explanation

Media Image

Method 1 (photo left):

To find the percent markup, add 100% (original) + 90% (new) = 190%.

Set up a proportion by placing 190 over 100. Then put the new price of 209 over w, which represents the original (whole). Find the crossproducts, which are 190w and 20900. Then divide 20900 by 190 to find w=110. The original price is $110.

Method 2 (photo right):

The non-markup price of the handbag is $110. This is calculated by dividing the selling price by 1.90 (190% = 1.90). The correct choice is $110.

4.

MULTIPLE CHOICE QUESTION

2 mins • 2 pts

April took out a $600 loan from the bank.

At the end of 4 years, she pays back the principal, plus $48 simple interest.

What was the percent of annual interest paid on this loan?

8%

6%

4%

2%

Answer explanation

Media Image

To find the interest she paid each year, divide $48 by 4 = $12 per year. Set up a proportion placing x over 100 to find the percent of interest. Put the annual interest of $12 which is the part over the principal of $600, which is the whole. Find the crossproducts of 600x and 1200. Divide 1200 by 600 = 2. The annual interest rate is 2%.

5.

MULTIPLE CHOICE QUESTION

2 mins • 2 pts

Michael and Imani go out to eat for lunch.   

1) If their food and beverages cost $28.20 and there is an 7% meal tax, how much is the bill including tax? (Round your answer to the nearest cent.)

2) After adding a tip, the total lunch cost was $34.70. What percentage of the total bill including tax was the tip? (Round your answer to the nearest percent.)

$28.20; 18%

$30.17; 18%

$28.20; 15%

$30.17; 15%

Answer explanation

Media Image

1) Find the meal tax

The meal tax is found by setting up a proportion with 7 over 100 and x over 28.20. The crossproudcts are 100x and 197.4. After dividing by 100, the tip is rounded to $1.97.

2) Find the bill total including tax

Add $1.97 to $28.20 to get the bill total of $30.17.

3) Find the tip amount

Subtract $34.70 - $30.17 = $4.53.

4) Find the tip percent

Set up a proportion by placing x over 100 and the tip of $4.53 over the bill with tax of $30.17. The crossproducts are 30.17x and 453. Divide by 30.17 and round the answer to 15%

The bill including tax is $30.17 and the tip is 15% of that bill.

**It is not customary to include the meal tax when figuring a tip, but that is what this question asks us to find.

6.

MULTIPLE CHOICE QUESTION

2 mins • 2 pts

Mike discovered that approximately 80% of his 40 classmates enjoy pop music. However, 68% of his 50 family members enjoy pop music. Do more classmates or family members enjoy pop music?

The same number of classmates enjoy pop music as family members.

More of his family members enjoy pop music than his classmates.

More of his classmates enjoy pop music than his family members

There is not enough information to determine the answer.

Answer explanation

Find 80% of 40 by multiplying 0.80 x 40 = 32, so 32 classmates enjoy pop music.

Find 68% of 50 by multiplying 0.68 x 50 = 34, so 34 family members enjoy pop music.

Therefore, more family members enjoy pop music than classmates.

7.

MULTIPLE CHOICE QUESTION

2 mins • 2 pts

During the first check-up at the vet, Bella's puppy weighed 800 grams. On the second check-up, the puppy had gained 300 grams. On the third check-up, the puppy had gained another 300 grams. What is the percent increase since the first check-up in the puppy's weight rounded to the nearest percent?

100% increase

75% increase

50% increase

25% increase

Answer explanation

Media Image

First, find the total increase in the puppy's weight: 300 + 300 = 600

Then set up a proportion by placing x over 100 and 600 over 800. Find the crossproducts of 800x and 60000. Divide 60000 by 800 to get 75.

The puppy's weight increased by 75%.

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