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Percentage and Whole Problems
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Percentage and Whole Problems
📊 Part 1: Finding Percentages of Whole Numbers
1. Calculate 25% of $200.
2. Find 30% of 150 students.
3. What is 15% of $80?
4. A shop has 240 items. If 60% are on sale, how many items are on sale?
🔄 Part 2: Finding the Whole Amount
5. If 25% of a number is 50, what is the whole number?
6. 40% of students in a class is 12 students. How many students are in the class altogether?
7. A jacket costs $45 after a 25% discount. What was the original price?
8. If $75 represents 15% of the total amount, what is the total amount?
📈 Part 3: Bar Model Representations
9. Draw a bar model to represent: "30% of 120 is 36"
10. Create a bar model showing: "25% of a number is $60"
11. Use a bar model to solve: If 20% of a school's students is 80 students, how many students attend the school?
Answer: ____________ students
🛍️ Part 4: Real-Life Problem Solving
12. Sarah saves 35% of her weekly pocket money of $20. How much does she save each week?
13. A rugby team won 75% of their 20 games this season. How many games did they win?
14. At a school fair, 180 people attended, which was 60% of the expected attendance. How many people were expected?
15. A bike originally costs $400. After a discount, Tom pays $320. What percentage discount did he receive?
🎯 Part 5: Multiple Choice Questions
16. What is 10% of 250?
25
2.5
250
2500
17. If 50% of a number is 75, the whole number is:
37.5
150
125
100
18. Which decimal represents 35%?
3.5
0.35
0.035
35.0
✍️ Part 6: Show Your Working
19. Explain in words how you would find 20% of any number.
20. Describe the steps to find the whole amount when you know that 40% equals 80.
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