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Given after first 3 test his average score is 85%
so if his test where out of X then he secured a total of 85/100 * 3x
From Option 1,
We don't see any clue with which we can get absolute value for the 4th score.
So, option 1 is clearly not sufficient

option 2
Though from here we can find that the percentage of score for the 4th exam will be 65% we still won't be able to find the absolute value for it.
For example, if the exams were out of 100
then the marks in 4th exam will be 65 but if it was in 200 then the score would be 130. Since the option specifically asks for score it should not be possible.

Hence i choose (E)
Bunuel
Phil took four tests in his chemistry class. His average score after the first three tests was 85%. After his fourth test, Phil’s overall average dropped. What score did he get on his fourth test?

(1) The average score of Phil’s first two tests was 90%.
(2) After Phil’s fourth test, his overall average was 80%.


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Phil took four tests in his chemistry class. His average score after the first three tests was 85%. After his fourth test, Phil’s overall average dropped. What score did he get on his fourth test?
(a+b+c)/3=85/100 ; a+b+c=0.85*3=2.55
d=?

(1) The average score of Phil’s first two tests was 90%.
We don’t know about fourth test.
Insufficient

(2) After Phil’s fourth test, his overall average was 80%.
(a+b+c+d)/4=80/100
a+b+c+d=0.80*4=3.2
d=3.2-2.55 =0.65
Sufficient

B
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