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19 Feb 2017, 02:51
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Difficulty:
5%
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Question Stats:
90% (00:44) correct
10%
(01:21)
wrong
based on 84
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09 May 2017, 11:53
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Consider statement A :
r = 4s
Substituting it into the equation r -s = 240 we get ,
4s -s = 240
3s = 240
s = 80 . Therefore r = 4*80 = 320 . Statement A is sufficient.
Consider statement B :
s = 80
Substituting it into the equation r -s = 240 we get ,
r - 80 = 240
r =320 . Statement B is sufficient.
Answer is option D.
r = 4s
Substituting it into the equation r -s = 240 we get ,
4s -s = 240
3s = 240
s = 80 . Therefore r = 4*80 = 320 . Statement A is sufficient.
Consider statement B :
s = 80
Substituting it into the equation r -s = 240 we get ,
r - 80 = 240
r =320 . Statement B is sufficient.
Answer is option D.
23 Mar 2020, 13:22
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SajjadAhmad
If r − s = 240, does r = 320?
(1) r = 4s
(2) s = 80
(1) r = 4s
(2) s = 80
Given: r − s = 240
Target question: Does r = 320?
Statement 1: r = 4s
When we add this information to our given information we have two equations:
r − s = 240
r = 4s
There are several different approaches we can take from here.
One approach this to recognize that, since we have a system of 2 linear equations with 2 variables, we COULD solve the system for r and for s, which means we COULD answer the target question with certainty.
So, statement 1 is SUFFICIENT
---------
Another approach is to actually solve the system. How to do that also (for "fun")
Take: r − s = 240
Replace r with 4s to get: 4s - s = 240
Simplify to get: 3s = 240
Divide both sides by 3 to get: s = 80
Now take r = 4s, and replace s with 80 to get: r = 4(80) = 320
So, r = 320
So, statement 1 is SUFFICIENT
Statement 2: s = 80
Take the given equation, r − s = 240, and replace s with 80 to get: r − 80 = 240
Solve the equation to get r = 320
So, statement 2 is SUFFICIENT
Answer: D
Cheers,
Brent
