I like poking at questions but this one actually has quite a few expert explanations:
in-order-to-complete-a-reading-assignment-on-time-terry-planned-to-re-140555.htmlOften/usually, there are multiple ways to solve questions on the GMAT. Brute force that some people prefer - just solve it with an equation or you can solve it more elegantly using picking numbers, backsolving, etc. I like this solution for example:
Quote:
Her original goal was to read 90pages per day.
Thus in 6 days she would have read 90*6= 540 pages.
Since she was left with 690 pages means she was 150pages short of target.
Since the difference between 90 pages and 75 pages is 15 pages.
The number of days would be 150/15 = 10 days
Total number of days to complete assignment 10 + 6 days = 16days.
by psychedelictwirl
Her original goal was to read 90pages per day.
Thus in 6 days she would have read 90*6= 540 pages.
Since she was left with 690 pages means she was 150pages short of target.
Since the difference between 90 pages and 75 pages is 15 pages.
The number of days would be 150/15 = 10 days
Total number of days to complete assignment 10 + 6 days = 16days.
This is also good: Well, How about plugging in.
Start off with C=25 days.
We know that for 6 days its 690 pgs. So 25-6=19 days left
Now we have to multiply 75 and 19=1425
Now add 1425 and 690= 2115 pgs
But the planned rate is 90 pgs. Multi ply 90 and 25 we get 2250 pgs.
This is more than 2115. So we need to plugin a lesser number.
Plugin ans choice b and get the answer.
but a little too convoluted