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and Lucy took a math test

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by sanju09 » Sun Jun 29, 2014 12:24 am
Marry, Dora, Christie, and Lucy took a math test of total 50 marks. Christie scored 4 marks less than Marry scored and Dora scored 10 marks more than Lucy scored. If the average (arithmetic mean) of their scored marks is same as what Dora scored in the test, how many marks did Christie score in the test?
(1) Marry and Dora together scored 83 marks in the test.
(2) Christie and Lucy together scored 69 marks in the test.


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Source: — Data Sufficiency |
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by GMATinsight » Sun Jun 29, 2014 5:26 am
Marry, Dora, Christie, and Lucy took a math test of total 50 marks. Christie scored 4 marks less than Marry scored and Dora scored 10 marks more than Lucy scored. If the average (arithmetic mean) of their scored marks is same as what Dora scored in the test, how many marks did Christie score in the test?
(1) Marry and Dora together scored 83 marks in the test.
(2) Christie and Lucy together scored 69 marks in the test.
Christie =C
Marry = M
Dora = D
Lucy = L

Now, C = M-4 ==> M = C+4
D = L+10 ==> L = D-10
(C+M+L+D)/4 = D ==> C+M+L = 3D ==> C+(C+4)+(D-10) = 3D ==> 2C-6 = 2D ==> D=C-3
C=?

Statement 1) M+D = 83 ==>(C+4) +D = 83 ==>(C+4)+(C-3)=83 ==> C=41 Sufficient
Sufficient

Statement 2) C+L = 69 ==> C+(D-10)=69 ==> C+(C-3)-10 = 69 ==> C=41 Sufficient

Answer: Option-D
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by unknown13 » Mon Jun 30, 2014 10:33 pm
Hi
Got the answer as D

but took more time for solving this simple question

thanks and regards
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by sanju09 » Tue Jul 01, 2014 12:02 am
unknown13 wrote:Hi
Got the answer as D

but took more time for solving this simple question

thanks and regards
In a DS problem, we don't really need to finish the calculation. The moment we feel a unique answer may or may not be reached, we should STOP, take DECISION, and save the precious TIME.
The mind is everything. What you think you become. -Lord Buddha



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