A fruitseller sells 7 mangoes and 28 apples in a day. The true statement regarding the ratio of mangoes to apples is

Statement C

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Statement A

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Statement B

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Solution

The correct option is C Statement B
$Number of mangoes = 7$

$Number of apples = 28$

$Fraction of mangoes to apples = \frac{7}{28} = \frac{1}{4}$

$⟹ Ratio of mangoes to apples = 1 : 4$

$Hence, the standard form of the ratio of mangoes to apples is 1:4$

$∴ The true statement is statement B$

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Similar questions

Q. A fruitseller sells

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of all his fruits on a particular day, which comprise of only mangoes and apples. He sells an equal number of mangoes and apples. He sells mangoes for Rs 1 each and apples for Rs 3 each. How many fruits were there before the sale?
A. His total revenue from the sale of his fruits was Rs 32.
B. Exactly 2 mangoes and 2 apples are remaining after the sale.

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A fruitseller sells 7 mangoes and 28 apples in a day. The true statement regarding the ratio of mangoes to apples is

The correct option is C Statement BNumber of mangoes=7 Number of apples=28 Fraction of mangoes to apples =728=14 ⟹Ratio of mangoes to apples =1:4 Hence, the standard form of the ratio ofmangoes to apples is 1:4 ∴The true statement is statement B

The correct option is C Statement B
$Number of mangoes = 7$

$Number of apples = 28$

$Fraction of mangoes to apples = \frac{7}{28} = \frac{1}{4}$

$⟹ Ratio of mangoes to apples = 1 : 4$

$Hence, the standard form of the ratio of mangoes to apples is 1:4$

$∴ The true statement is statement B$