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14 Oct 2019, 09:05
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Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
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Question Stats:
95% (00:54) correct
5%
(01:31)
wrong
based on 297
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A charitable organization has a goal of raising $300,000 in 100 days. If it raised $200,000 in the first 60 days, what is the average (arithmetic mean) number of dollars per day that it must raise for the last 40 days in order to achieve its goal?
(A) $2,500
(B) $3,000
(C) $5,000
(D) $6,000
(E) $7,500
(A) $2,500
(B) $3,000
(C) $5,000
(D) $6,000
(E) $7,500
14 Oct 2019, 09:23
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Bunuel
A charitable organization has a goal of raising $300,000 in 100 days. If it raised $200,000 in the first 60 days, what is the average (arithmetic mean) number of dollars per day that it must raise for the last 40 days in order to achieve its goal?
(A) $2,500
(B) $3,000
(C) $5,000
(D) $6,000
(E) $7,500
(A) $2,500
(B) $3,000
(C) $5,000
(D) $6,000
(E) $7,500
\(\frac{$300,000 - $200,000}{100 - 60}\)
\(= \frac{$100,000}{40}\)
\(= $2,500\), Answer must be (A)
siddharthkapoor
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14 Oct 2019, 09:59
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Bunuel
A charitable organization has a goal of raising $300,000 in 100 days. If it raised $200,000 in the first 60 days, what is the average (arithmetic mean) number of dollars per day that it must raise for the last 40 days in order to achieve its goal?
(A) $2,500
(B) $3,000
(C) $5,000
(D) $6,000
(E) $7,500
(A) $2,500
(B) $3,000
(C) $5,000
(D) $6,000
(E) $7,500
Average number of dollars per day to be raised in last 40 days = \(\frac{100000}{40}\)=2500
Therefore, the correct answer is option A.
