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Converting Percentage to Fraction

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Question

Can you write down the meaning of the following percent in terms of fractions in lowest terms?

(i) 5%

(ii) 60%

(iii) 75%

(iv) 175%

(v) 2%

(vi) 4%

(vii) 108%

(viii) 200%

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Solution

(i)

Therefore, the meaning of 5% in terms of fractions in lowest terms is

(ii)

Therefore, the meaning of 60% in terms of fractions in lowest terms is

(iii)

Therefore, the meaning of 75% in terms of fractions in lowest terms is

(iv)

Therefore, the meaning of 175% in terms of fractions in lowest terms is

(v)

Therefore, the meaning of 2% in terms of fractions in lowest terms is

(vi)

Therefore, the meaning of 4% in terms of fractions in lowest terms is

_(vii)

Therefore, the meaning of 108% in terms of fractions in lowest terms is

(viii)

Therefore, the meaning of 200% in terms of fractions in lowest terms is 2.

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Similar questions

Can you write the following decimals as fractions?

(i) 0.7

(ii) 0.27

(iii) 0.90

(iv) 0.900

(v) 0.09

(vi) 0.009

(vii) 1.23

(viii) 2.731

(ix) 2.30

(x) 3.05

(xi) 7.003

Match the following

(1)–(iii), (viii); (2)–(i), (iv); (3)–(ii), (vi); (4)-(ii),(v); (5)–(iii), (iv); (6)–(i) (vii); (7)–(ii), (iv)
(1)–(ii), (vii); (2)–(i), (iv); (3)–(ii), (vi); (4)-(ii),(v); (5)–(ii), (iv); (6)–(i) (viii); (7)–(iii), (iv)
(1)–(ii), (vii); (2)–(i), (vii); (3)–(iii), (iv); (4)-(i),(v); (5)–(ii), (vi); (6)–(i) (vi); (7)–(i), (iv)
(1)–(ii), (vii); (2)–(i), (iv); (3)–(ii), (vi); (4)-(ii),(iv); (5)–(i), (viii); (6)–(iii) (iv); (7)–(iii), (vii)

Q. Write each fraction in its lowest terms :

\frac{36}{81}

\frac{60}{45}

\frac{500}{175}

\frac{46}{69}

Q. Write five fractions equivalent to each of the following:
(i)

\frac{2}{3}

\frac{4}{5}

\frac{5}{8}

\frac{7}{10}

\frac{3}{7}

\frac{6}{11}

\frac{7}{9}

\frac{5}{12}

Q. Express the following decimals as fractions in the lowest form:

(i) 0.5
(ii) 2.5
(iii) 0.60
(iv) 0.18
(v) 5.25
(vi) 7.125
(vii) 15.004
(viii) 20.375
(ix) 600.75
(x) 59.48

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