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19 Nov 2018, 00:03
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C
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
5%
(low)
Question Stats:
91% (00:29) correct
9%
(00:34)
wrong
based on 67
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How many people contributed to the Charity Y ?
(1) The average contribution to Charity Y was $100.
(2) Charity Y collected a total of $47,000 in contributions
(1) The average contribution to Charity Y was $100.
(2) Charity Y collected a total of $47,000 in contributions
19 Nov 2018, 02:12
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Bunuel
How many people contributed to the Charity Y ?
(1) The average contribution to Charity Y was $100.
(2) Charity Y collected a total of $47,000 in contributions
(1) The average contribution to Charity Y was $100.
(2) Charity Y collected a total of $47,000 in contributions
frm 1: total sum contributed/ total no of people = avg contribution ( 100$)
since total sum and no of people is unknown so insufficient
from 2: total sum is given but total sum and people is missing insufficient
from 1 & 2 we can say : total no of people= 47000/100= 470 sufficient. C
20 Nov 2018, 02:07
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The answer is C. this can be solve Logically:
(1) gives us an equation with two variables (sum/n=100). insufficient.
(2) gives us a different piece of data (sum=47,00) - insufficient.
Combined, we have an equation with one variables - definitely solvable!
(1) gives us an equation with two variables (sum/n=100). insufficient.
(2) gives us a different piece of data (sum=47,00) - insufficient.
Combined, we have an equation with one variables - definitely solvable!
