Raman's height is 150 cm and his younger brother Sunil is 125 cm tall.

If Sunil's height increases by 50 cm over a period of time and Raman's height remains the same, what will be the new ratio of their heights (Raman : Sunil)?

7 : 6

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6 : 7

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5 : 7

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5 : 6

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Solution

The correct option is B
6 : 7

Sunil's height = 125 cm

If it increases by 50 cm, Sunil's increased height is = 125 + 50 = 175 cm

$∴$ Ratio of heights of Raman : Sunil = 150 : 175 = 6 : 7

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Height of Raman is 150cm and height of his younger brother is 125cm.

$\frac{Height of Raman}{Height of his younger brother} = \frac{5}{6}$

Height of Raman is 150 cm and height of his younger brother is 125 cm. Then,
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Height of Raman is 150cm and height of his younger brother is 125cm.

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Raman's height is 150 cm and his younger brother Sunil is 125 cm tall. If Sunil's height increases by 50 cm over a period of time and Raman's height remains the same, what will be the new ratio of their heights (Raman : Sunil)?

The correct option is B 6 : 7 Sunil's height = 125 cm If it increases by 50 cm, Sunil's increased height is = 125 + 50 = 175 cm ∴ Ratio of heights of Raman : Sunil = 150 : 175 = 6 : 7

Raman's height is 150 cm and his younger brother Sunil is 125 cm tall.

If Sunil's height increases by 50 cm over a period of time and Raman's height remains the same, what will be the new ratio of their heights (Raman : Sunil)?

The correct option is B
6 : 7

Sunil's height = 125 cm

If it increases by 50 cm, Sunil's increased height is = 125 + 50 = 175 cm

$∴$ Ratio of heights of Raman : Sunil = 150 : 175 = 6 : 7