Alex completed reading a book containing 300 pages in 10 days. What is the rate at which Alex read the book?

30 pages/day

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20 pages/day

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10 pages/day

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60 pages/day

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Solution

The correct option is A $30 pages/day$
Number of pages of the book read $= 300$
Number of days taken to complete the book $= 10$
Rate at which Alex read the book $= \frac{number of pages of the book read}{number of days taken to complete the book} = \frac{300}{10} = 30 pages/day$

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Alex completed reading a book containing 300 pages in 10 days. What is the rate at which Alex read the book?

The correct option is A 30 pages/dayNumber of pages of the book read =300 Number of days taken to complete the book =10 Rate at which Alex read the book =number of pages of the book readnumber of days taken to complete the book=30010=30 pages/day

The correct option is A $30 pages/day$
Number of pages of the book read $= 300$
Number of days taken to complete the book $= 10$
Rate at which Alex read the book $= \frac{number of pages of the book read}{number of days taken to complete the book} = \frac{300}{10} = 30 pages/day$