Math, asked by kalmeshkumarkk2, 4 months ago

There are 36 males and 34 females is xyz process. The average performance score of males is 50 points and that of female is 25 points, then what will be the all the people in the process ​

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Answered by nivasravirajkumar
1

Step-by-step explanation:

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GMAT Club Forum Index Problem Solving (PS)

A total of 22 men and 26 women were at a party, and the average : Problem Solving (PS)

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Bunuel

EXPERT'S

POST

Oct 20, 2015

00:00ABCDE

DIFFICULTY: 55% (hard) QUESTION STATS: based on 2076 sessions

72% (02:38) correct

28% (02:43) wrong

A total of 22 men and 26 women were at a party, and the average (arithmetic mean) age of all of the adults at the party was exactly 35 years. If the average age of the men was exactly 38 years, which of the following was closest to the average age, in years, of the women?

(A) 31

(B) 31.5

(C) 32

(D) 32.5

(E) 33

Spoiler: OA

Kudos

7 kudos, 63 bookmarks

Most Helpful Expert Reply

BrentGMATPrepNow

EXPERT'S

POST

Updated on: Mar 6, 2018

Bunuel wrote:

A total of 22 men and 26 women were at a party, and the average (arithmetic mean) age of all of the adults at the party was exactly 35 years. If the average age of the men was exactly 38 years, which of the following was closest to the average age, in years, of the women?

(A) 31

(B) 31.5

(C) 32

(D) 32.5

(E) 33

Kudos for a correct solution.

Weighted average of groups combined = (group A proportion)(group A average) + (group B proportion)(group B average) + (group C proportion)(group C average) + ...

There are 48 people in total.

So, 22/48 = the proportion of women

And 26/48 = the proportion of men

Let x = average age of the women

So, plugging the information into the formula, we get: (22/48)(38) + (26/48)(x) = 35

Simplify: (11/24)(38) + (13/24)(x) = 35

Multiply both sides by 24 to get: (11)(38) + 13x = (35)(24)

Simplify: 418 + 13x = 840

Rearrange: 13x = 422

Solve: x = 422/13 ≈ 32.5

Answer: D

Answered by ayeshataranum26
0

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