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Re: On a certain test, Bill scored 20 more points than John, but half as [#permalink]
Let the score of Bill = B
the score of John = J
the score of Sue = S

B= J+20
B= S/2

B+J+S=180
=> B+ B-20 + 2B= 180
=> 4B = 200
=> B =50

Answer C
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Re: On a certain test, Bill scored 20 more points than John, but half as [#permalink]
consider john's points as x
so bill's points are x +20
So sue's points are 2x +40
total of all three students is 4x +60, but this total is given as 180
x = 30
so bill's points = 30 +20 = 50
correct answer option C
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Re: On a certain test, Bill scored 20 more points than John, but half as [#permalink]
Seeing a question like this should always trigger your algebraic brain cells

J=B-20
B=J+20
B=0.5*S
S=2B

B+J+S=180

Now try using only ONE variable, in our case we will use B.

B+B-20+2B=180
Simplify to get all variables on one side and all numbers on the other side
4B=200
B=50
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Re: On a certain test, Bill scored 20 more points than John, but half as [#permalink]
Hello from the GMAT Club BumpBot!

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Re: On a certain test, Bill scored 20 more points than John, but half as [#permalink]
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