Question: Two Unknown Values

Comment on Two Unknown Values

i can't understand why its option 'D'
greenlight-admin's picture

Let's keep going from where we have: x + y = (6.25)(8)

Evaluate to get: x + y = 50

Now that we know the sum is 50, how can we determine which value (x or y) is greater?

Consider these two case...

case i) x = 1 and y = 49 (this satisfies the condition that x + y = 50)
In this case, Quantity A is greater than Quantity B

case ii) x = 40 and y = 10 (this satisfies the condition that x + y = 50)
In this case, Quantity B is greater than Quantity A

Answer: D

Does that help?

Cheers,
Brent

Hey can we think of it this way..... as mean is a generalized value of a set of values and for example we have set (2,4,5,9,15) which has mean 7 so each number in set can be made to 7 like ( 2+4,4+3,5+2,9-2,15-8) so big numbers 15 and 9 redistribute some part to smaller 2,2,5 to make all to 7

Now for the above question we can see mean to be 6.25 so we can say both x and y can be written as 6.25 so answer is C but as we cannot see how much redistribution is done from or to x and y to make 6.25 so CBD

or i do like ur method as well
greenlight-admin's picture

Your method works perfectly for this question.
The more ways you have to solve a question, the better!

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