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# suzanne can read 1 page in 3 minutes. how many pages can she read in 5 hours?

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### James

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## Suzanne can read 1 page in 3 minutes. How many pages can she read in 5 hours?

Suzanne can read 1 page in 3 minutes. How many pages can she read in 5 hours? Suzanne can read 1 page in 3 minutes. She can read 100 pages in 5 hours.

## Suzanne can read 1 page in 3 minutes. How many pages can she read in 5 hours?

Solution:

Number of pages read by Suzanne in 3 minutes = 1 page

We have to find the number of pages she can read in 5 hours

1 hour = 60 minutes

5 hours = 300 minutes

We can write it as

In 1 hour Suzanne can read = 1/3 × 60 = 20 pages

In 5 hours Suzanne can read = 20 × 5 = 100 pages

Therefore, Suzanne can read 100 pages in 5 hours.

## Suzanne can read 1 page in 3 minutes. How many pages can she read in 5 hours?

Summary:

Suzanne can read 1 page in 3 minutes. She can read 100 pages in 5 hours.

Source : www.cuemath.com

## To calculate: Suzanne can read 1 page in 3 minutes.

Solved: To calculate: Suzanne can read 1 page in 3 minutes. How many pages can she read in 5 hours?

## To calculate: Suzanne can read 1 page in 3 minutes. How many pages can she read in 5 hours?

Suzanne can read 1 page in 3 minutes. How many pages can she read in 5 hours?

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### Not exactly what you’re looking for?

Given: 1 page in 3 minutes.

There are 60 minutes in 1 hour and thus there are

603=20

time periods of 3 minutes in 1 hour.

Since 1 page is read per 3 minutes while there are 20 time periods of 3 minutes in 1 hour, Suzanne then read

1×20=20 pages in 1hour.

We are interested in the number of pages read in 5 hours. Since 20 pages are read per hour, there are then

5⋅20=100

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## Suzanne can read 1 page in 3 minutes. How many pages can she

Find step-by-step Algebra solutions and your answer to the following textbook question: Suzanne can read 1 page in 3 minutes. How many pages can she read in 5 hours?.

### Question

Suzanne can read 1 page in 3 minutes. How many pages can she read in 5 hours?

### Explanation

Verified

Given: 1 page in 3 minutes.

There are 60 minutes in 1 hour and thus there are

\frac{60}{3}=20 3 60 ​

=20 time periods of 3 minutes in 1 hour.

Since 1 page is read per 3 minutes while there are 20 time periods of 3 minutes in 1 hour, Suzanne then read

1\times 20=20

1×20=20 pages in 1 hour.

20\text{ pages in 1 hour}

20 pages in 1 hour

We are interested in the number of pages read in 5 hours. Since 20 pages are read per hour, there are then

5\cdot 20=100

5⋅20=100 pages read in 5 hours.

20\cdot 5=100\text{ pages in 5 hours}

20⋅5=100 pages in 5 hours

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James 11 month ago

Guys, does anyone know the answer?