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Bunuel
In a group of people solicited by a charity, 30 percent contributed $40 each, 45 percent contributed $20 each, and the rest contributed $12 each. What percentage of the total contributed came from people who gave $40?

(A) 25%
(B) 30%
(C) 40%
(D) 45%
(E) 50%

Let total population be 100

So, percentage of the total contributed came from people who gave $40 = \(\frac{30*40}{(30*40)+(45*20)+(12*25)}\)\(*100\) = \(\frac{1200}{2400}\) \(*100\) = \(50\)%

Answer will be (E)
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Bunuel
In a group of people solicited by a charity, 30 percent contributed $40 each, 45 percent contributed $20 each, and the rest contributed $12 each. What percentage of the total contributed came from people who gave $40?

(A) 25%
(B) 30%
(C) 40%
(D) 45%
(E) 50%

We can create the following expression:

(0.3 x 40)/(0.3 x 40 + 0.45 x 20 + 0.25 x 12)

12/(12 + 9 + 3) = 12/24 = 1/2 = 50%

Alternate Solution:

Instead of using percentages, let’s consider the percentages as numbers of people. Thus, 30 people contributed $40 each, 45 people contributed $20 each, and 25 people contributed $12 each.

Now let’s calculate the total amount contributed:

30(40) + 45(20) + 25(12) = 2400

Those contributing $40 each made a total contribution of 30(40) = 1200. Thus, their percentage of the total will be 1200/2400 x 100%, or 50%.

Answer: E
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Bunuel
In a group of people solicited by a charity, 30 percent contributed $40 each, 45 percent contributed $20 each, and the rest contributed $12 each. What percentage of the total contributed came from people who gave $40?

(A) 25%
(B) 30%
(C) 40%
(D) 45%
(E) 50%

Let, total people = 100

30 contributed $40 so their contribution = 30*40 = 1200
45 contributed $20 so their contribution = 45*20 = 900
25 contributed $12 so their contribution = 25*12 = 300

Total Contribution = 1200+900+300 = $2400

Contribution of $40 contributor / Total Controbution = 1200/2400 = 1/2 = 50%

Answer: Option E
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