Fractions and Decimals Practice Test 2: Question Answers

Last Updated on May 22, 2024

Fractions and Decimals Practice Test Question Answers

Test- 2

1. How many $\frac23$ kg pieces can be cut from a cake of weight 4 kg?
🔘 A. 2	🔘 B. 6
🔘 C. 8	🔘 D. 10
🔘 e. 12

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Answer: B. 6

2. Lisa had a piece of rope length of 9.5 m. She needed some small pieces of rope of length 1.9 m each. How many pieces of the required length will she get out of this rope?
🔘 A. 3 pieces	🔘 B. 5 pieces
🔘 C. 7 pieces	🔘 D. 9 pieces
🔘 E. 13 pieces

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Answer: B. 5 pieces

3. Olivia uses $\frac34$ m of cloth to stitch a shirt. How many shirts can she make with $2\frac14$ m cloth?
🔘 A. 1	🔘 B. 2
🔘 C. 3	🔘 D. 4
🔘 E. 5

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Answer: C 3

4. If the fraction of the frequencies of two notes has a common factor between the numerator and denominator, the two notes are harmonious. Use the graphic below to find the fraction of the frequency of notes D and B.
🔘 A. $\frac35$	🔘 B. $\frac53$
🔘 C. $\frac15$	🔘 D. $\frac31$
🔘 E. $\frac13$

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Answer: A $\frac35$

5. Abigail said that we have gone about 120km or $\frac23$ of the way to the camp site. So, how much farther do we have to go?
🔘 A. 20 km	🔘 B. 40 km
🔘 C. 60 km	🔘 D. 80 km
🔘 E. 100 km

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Answer: C. 60 km

6. One KG Ice cream packet requires $2\frac12$ milks of flour and $1\frac23$ cups of sugar. Estimated total quantity of both ingredients used in 10 such packets of Ice cream will be
🔘 A. between 10 cups and 20 cups	🔘 B. between 20 cups and 30 cups
🔘 C. between 30 cups and 40 cups	🔘 D. between 40 cups and 50 cups
🔘 E.above 50 cups

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Answer: D between 40 cups and 50 cups

7. The following diagram interprets
🔘 A. $3 ÷\frac13$	🔘 B. $\frac35$ ÷ 3
🔘 C. $\frac13 × 4$	🔘 D. $5 ÷ \frac35$
🔘 E. $3 ×\frac14$

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Answer: E $3 ×\frac14$

8. Ava ate $\frac27$ part of a cake while her friend Emma ate $\frac45$ of the remaining. Find out the part of the cake is left.
🔘 A. $\frac12$	🔘 B. $\frac23$
🔘 C. $\frac15$	🔘 D. $\frac27$
🔘 E. $\frac17$

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Answer: E. $\frac17$

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Answer: D 667

10. In a boy’s hostel (40 student), $\frac15$ of students like to eat veg only, $\frac25$ of the total number of students like to eat non-veg only and the remaining students like to eat both. What fraction of the total number of students like to eat both?
🔘 A. $\frac15$	🔘 B. $\frac23$
🔘 C. $\frac13$	🔘 D. $\frac12$
🔘 E. $\frac25$