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What is the ratio of the number of men to the number of women at the 17 Apr 2018, 05:46
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What is the ratio of the number of men to the number of women at the ceremony?

(1) There are three times as many women as men at the ceremony.
(2) The number of women is 3/4 the total of men and women at the ceremony.
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D
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What is the ratio of the number of men to the number of women at the 17 Apr 2018, 06:13
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Bunuel
What is the ratio of the number of men to the number of women at the ceremony?

(1) There are three times as many women as men at the ceremony.
(2) The number of women is 3/4 the total of men and women at the ceremony.
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The Ans. is D

(1) It means there are 3 women for every man. Therefore ratio of M:W is 1:3. Sufficient
(2) Say there are 100 people, ie 3/4th of 100 is 75, so there are 75 Women and 25 men. Therefore M:W is 75:25 which is 3:1. Sufficient.
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What is the ratio of the number of men to the number of women at the 17 Apr 2018, 06:35
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Bunuel
What is the ratio of the number of men to the number of women at the ceremony?

(1) There are three times as many women as men at the ceremony.
(2) The number of women is 3/4 the total of men and women at the ceremony.
Show more

we are asked to find out the ration of no. of men to no. women

statement 1: let's assume men = x
women= 3x

Ratio: x: 3x
=1:3

statement 2: let's say total no. will be x.
no. of women is 3x/4
then no. of men is = x-(3x/4)
=x/4
Ratio: x/4 : 3x/4
=1: 3

Thus both statements are sufficient. The correct answer is D.
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What is the ratio of the number of men to the number of women at the 23 Jun 2021, 04:22
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If m is the number of men and w is the number of women at the ceremony, we have to find m:w

From statement I alone, there are 3 times as many women as men at the ceremony.

Therefore, w = 3m. This means \(\frac{w}{m}\) = 3 or m:w = 1:3.
Statement I alone is sufficient. Answer option B, C and E can be eliminated.

From statement II alone, number of women is ¾ the total of men and women at the ceremony.

Therefore, w = ¾ (m+ w). Simplifying,

\(\frac{w }{ (m+w)}\) = \(\frac{3 }{ 4}\) which then simplifies to 4w = 3m + 3w giving us w = 3m.

This is the same information that was given in statement I.
Statement II alone is sufficient. Answer option A can be eliminated.

The correct answer option is D.

Hope that helps!
Aravind BT
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What is the ratio of the number of men to the number of women at the 23 May 2023, 19:45
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