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06 Aug 2017, 00:59
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53% (02:00) correct
47%
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Four friends, P, Q, R and S have $1400 with them. Does P have the highest amount among the four friends?
(1) The amount with R is one-fifth the amount with Q.
(2) R has $210 greater than what S has.
(1) The amount with R is one-fifth the amount with Q.
(2) R has $210 greater than what S has.
06 Aug 2017, 01:09
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Four friends, P, Q, R and S have $1400 with them. Does P have the highest amount among the four friends?
(1) The amount with R is one-fifth the amount with Q.
(2) R has $210 greater than what S has.
I think it should be E. Because 1 does not mention the relationship with P. (1) The amount with R is one-fifth the amount with Q.
(2) R has $210 greater than what S has.
2 also does same. When we combine, it still insufficient so it should be E
Sent from my D6503 using GMAT Club Forum mobile app
06 Aug 2017, 01:41
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Statement 1 says Q has five times the money compared to R.
Not sufficient.
Statement 2 says R has 210 greater than that of S.
Insufficient.
Both together:
P+Q+R+S=1400
P+Q+(S+210)+S=1400, because r has 210 greater than s.
P+5(S+210)+S+210+s=1400.
7S+P=140.
Which ultimately says that P doesn't have the highest amount.
Sufficient. Answer is C.
Sent from my Lenovo TAB S8-50LC using GMAT Club Forum mobile app
Not sufficient.
Statement 2 says R has 210 greater than that of S.
Insufficient.
Both together:
P+Q+R+S=1400
P+Q+(S+210)+S=1400, because r has 210 greater than s.
P+5(S+210)+S+210+s=1400.
7S+P=140.
Which ultimately says that P doesn't have the highest amount.
Sufficient. Answer is C.
Sent from my Lenovo TAB S8-50LC using GMAT Club Forum mobile app
