CBSE Class 5 Mathematics Parts And Wholes Worksheet Set 05

Write as fractions

Question 1(a). 16 \(\div\) 4 =
Answer: \(\frac{16}{4}\)
In simple words: Division can be written as a fraction where the dividend is the numerator and the divisor is the denominator.

Exam Tip: Always remember that the first number goes on top (numerator) and the second number goes on the bottom (denominator).

Question 1(b). 24 \(\div\) 7 =
Answer: \(\frac{24}{7}\)
In simple words: Write the division expression as a fraction by placing 24 over 7.

Exam Tip: Improper fractions can also be converted to mixed fractions if required, but writing them in fraction form is the direct translation.

Question 1(c). 94 \(\div\) 31 =
Answer: \(\frac{94}{31}\)
In simple words: Express the division of 94 by 31 as a fraction.

Exam Tip: Check if the numerator and denominator share any common factors to simplify the fraction.

Question 1(d). 63 \(\div\) 5 =
Answer: \(\frac{63}{5}\)
In simple words: Convert the division problem directly into fraction notation.

Exam Tip: A division sign simply means division, which is represented by the fraction bar.

Write as a division fact:

Question 2(a). 6/11 =
Answer: 6 \(\div\) 11
In simple words: A fraction bar represents division, so the numerator is divided by the denominator.

Exam Tip: The top number is always divided by the bottom number when converting a fraction to a division fact.

Question 2(b). 23/15 =
Answer: 23 \(\div\) 15
In simple words: Rewrite the fraction using the division sign.

Exam Tip: Do not reverse the numbers; the numerator comes first followed by the division symbol and the denominator.

Question 2(c). 40/50 =
Answer: 40 \(\div\) 50
In simple words: Express the fraction 40 over 50 as a division statement.

Question 2(d). 90/71 =
Answer: 90 \(\div\) 71
In simple words: Change the fraction notation into a division sentence.

Exam Tip: Ensure that all symbols are clearly written without altering the given values.