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Hi All,

This question can be solved by TESTing VALUES (the approach used by BrainLab). When working with that Tactic, it often helps to TEST the simplest values that fit the given situation.

Here, we know that Susan weights MORE than Anna, so let's try...

Susan = 3 pounds
Anna = 2 pounds

M = difference = 3-2 = 1
N = together = 3+2 = 5

We're asked for Anna's weight, so we're looking for an answer that equals 2 when M=1 and N=5. There's only one answer that matches (although you do have to check all 5 answers).

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Let Anna's weight = a
Susan's weight = a + m
Together their weight is 2a + m = n
2a = n-m
Hence a = #(n-m)/2#
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Bunuel
Susan weighs m pounds more than Anna does, and together they weigh a total of n pounds. Which of the following represents Anna’s weight in pounds?

A. (n - m)/2
B. (n + m)/2
C. n/2 - m
D. 2n − m
E. n − 2m

Susan's weight = S
Anna's weight = A

S - A = m (i)
S + A = n (ii)

Subtracting (i) from (ii)
2A = n - m
A = (n - m)/2

Option A
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Bunuel
Susan weighs m pounds more than Anna does, and together they weigh a total of n pounds. Which of the following represents Anna’s weight in pounds?

A. (n - m)/2
B. (n + m)/2
C. n/2 - m
D. 2n − m
E. n − 2m

Susan= m + Anna
Anna + Susan = m+ Anna + Anna = n= m + 2Anna

Now I saw 2 in the option so,

(n-m)/2 = Anna, option A.
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