F/J= 3/2 => F=3J/2 ---(1)
[F+40]/J=5/3 ----- (2)
Solve, (1) and (2) to get J = 240
I noticed you have got this correct... Wondering, if you wanted explanation on another question instead
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GMAT Prep2?? Can someone HELP ME(ALEX OIL)
Source: Beat The GMAT — Problem Solving |
From eq (1) you get F = 3J/2
Replace F in the eq (2)
[3J/2 + 40]/J=5/3
Cross multiply
3J/2 + 40 = 5J/3
=> 5J/3-3J/2 = 40
=> [10J-9J]/6 = 40 (Took LCM)
=> J/6 = 40
Hence J = 240
Hope this clears it
Replace F in the eq (2)
[3J/2 + 40]/J=5/3
Cross multiply
3J/2 + 40 = 5J/3
=> 5J/3-3J/2 = 40
=> [10J-9J]/6 = 40 (Took LCM)
=> J/6 = 40
Hence J = 240
Hope this clears it
given ratio February/January=3/2; February=3 January /2 (we cross multiply) equation(i)
We made the equation according to the question
February+40/January=5/3
put the equation (i) February=3 January /2 in February
3 January /2 +40/ January=5/3
solve this equation u will get 3 Jan +80/2 Jan =5/3 then cross multiply
3(3jan +80)=10 Jan
9jan +240=10 Jan
240=10 Jan- 9Jan
240=January Answer
We made the equation according to the question
February+40/January=5/3
put the equation (i) February=3 January /2 in February
3 January /2 +40/ January=5/3
solve this equation u will get 3 Jan +80/2 Jan =5/3 then cross multiply
3(3jan +80)=10 Jan
9jan +240=10 Jan
240=10 Jan- 9Jan
240=January Answer
















