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IcanDoIt23
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M15-20 21 May 2025, 14:47
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I like the solution - it’s helpful.
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MegB07
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M15-20 13 Sep 2025, 09:52
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Hi,

What i dont understand here is that why are subtracting 16 from the rate? Tom's rate of speed will increase from x to x+16 pages per day?
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M15-20 13 Sep 2025, 10:23
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MegB07
Hi,

What i dont understand here is that why are subtracting 16 from the rate? Tom's rate of speed will increase from x to x+16 pages per day?
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Tom’s faster rate is indeed x + 16. The solution just writes it the other way: slower rate = faster rate - 16. Both mean the same thing, his speed increased by 16 pages per day.
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findingmyself
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M15-20 14 Sep 2025, 13:27
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Hi raarun

You can solve the equation this way, but the way is not to substitute the answer. Here you are considering N as number of pages and question is asking for number of days. So fits you need to solve the equation, which will give you the Number of pages as 32 pages/day.

Now the total number of pages has to be divided by 32 pages/day to get number of days as 15. Hope it is clear for you now.
raarun
Why cant this be solved by the following equation
\(\frac{480}{N} -\frac{480}{N+16} =5\)
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M15-20 31 Oct 2025, 14:45
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I like the solution - it’s helpful. I usually like to go the quadratic route in this questions, and stop the algebra just before setting up the quadratic.

Consider D(Days) and P(Pages)

DP=480
(D-5)(P+16)=480

DP=DP+16D-5P-80
0=16D-5P-80

Replace P for (480/D)

0=16D-5(480/D)-80

Plug answer choices B and D to find the answer. If plugging results in a number above 0, then A is the answer choice. But in this case B gives me a negative.

Try D, If my result is still negative, then the answer is E. If its above 0, then C is the sweet spot. which is the case in this question
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M15-20 01 Sep 2026, 03:39
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I like the solution - it’s helpful.
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M15-20 17 Sep 2026, 07:17
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I like the solution - it’s helpful.
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