Parts of holes become clear through percentage calculations. Students explore a percentage calculator free worksheet PDF that teaches fraction-to-percentage conversions and practical applications in daily life. These valuable exercises guide learners through discount calculations, grade improvements, and statistical interpretations while building numerical literacy. Students can download the percentage calculator printable practice questions; each calculation connects mathematics to real-world decision-making.
1. The price of a laptop is reduced by 25% in a sale. If the sale price is $600, what was the original price?
a) $720
b) $750
c) $800
d) $850
Answer: c)
Explanation: Let the original price be x.
Given that the sale price is 25% less than the original price,
x - 25% of x = 600
x = 600
x = 800
So, the original price of the laptop was $800.
2. A car dealership sells a car for $24,000, which is 20% more than the cost price. What was the cost price of the car?
a) $19,200
b) $20,000
c) $22,000
d) $23,000
Answer: b)
Explanation: Let the cost price be x.
Given that the selling price is 20% more than the cost price
x + 20% of x = 24,000
1.20x = 24,000
On solving, x = 20,000
So, the cost price of the car was $20,000.
3. The population of a town increased by 12% in the first year and by 8% in the second year. If the initial population was 50,000, what is the population at the end of the two years?
a) 58,000
b) 59,600
c) 60,480
d) 62,000
Answer: c)
Explanation: Initial population = 50,000
Population after the first year (12% increase) = 50,000 × 112%
= 56,000
Population after the second year (8% increase) = 56,000 × 108%
= 60,480
So, the population at the end of two years is 60,480.
4. A student's score on a test is 84, which is 20% higher than his previous test score. What was his previous test score?
a) 64
b) 70
c) 72
d) 75
Answer: b)
Explanation: Let the previous test score be x.
Given that the new score is 20% higher than the previous score:
x + 20% of x = 84
x = 84
x = 70
So, the previous test score was 70.
5. A company’s revenue increased from $1,000,000 to $1,200,000 over a year. What is the percentage increase in revenue?
a) 15%
b) 18%
c) 20%
d) 25%
Answer: c)
Explanation: Initial revenue = $1,000,000
Final revenue = $1,200,000
Percentage increase = x 100 = 20%
So, the percentage increase in revenue is 20%.
6. A bookstore offers a discount of 15% on all books. If a customer buys books worth $300, how much does the customer need to pay after the discount?
a) $255
b) $270
c) $285
d) $290
Answer: a)
Explanation: Total cost before discount = $300
Discount = 15% of 300 = $45
Amount to be paid after discount = $300 − $45 = $255
So, the customer needs to pay $255 after the discount.
7. A salesperson earns a 7% commission on the sales they make. If they received $210 in commission, how much were their total sales?
a) $2,500
b) $3,000
c) $3,500
d) $4,000
Answer: b)
Explanation: Let the total sales be s.
The commission is 7% of the total sales:
7% of s = 210
0.07s = 210
Solving for s:
s =
s = 3,000
So, the total sales amount was $3,000.
8. A savings account offers an annual interest rate of 5%. If you deposit $1,200 into the account, how much interest will you earn in one year?
a) $50
b) $60
c) $75
d) $100
Answer: b)
Explanation: Simple interest is calculated as:
Interest =
Here, the principal is $1,200, the rate is 5%, time is 1 year
Interest = = $60
So, the interest earned in one year will be $60.
9. A store offers a 10% discount on all items. If a customer buys 3 items, each originally priced at $50, what is the total cost after the discount?
a) $145
b) $140
c) $150
d) $135
Answer: d)
Explanation: Original total price for 3 items = 3 × 50 = $150
Total discount on 3 items = 10% of $150 = $15
Total cost after discount = $150 - $15 = $135
10. A meal costs $80, and there is a 12% tax on the meal. What is the total amount to be paid after tax?
a) $89.60
b) $90.40
c) $92.00
d) $94.40
Answer: a)
Explanation: Original amount = $80
Tax amount = 12% of 80 = 0.12 × 80 = $9.60
Total amount to be paid after tax = 80 + 9.60 = $89.60
So, the total amount to be paid after tax is $89.60.
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