# 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 will browse one page in three minutes. what number pages will she browse in five hours?

During this mathematical downside we’ve got to require into consideration four variables: one page, 3 minutes, five hours and X (pages in five hours).

First Step Suzanne can read 1 page in 3 minutes. how many pages can she read in 5 hours?

First Step

This is a word downside associated with work. to resolve this question first we’ve got to convert all information in same units.

It’s provided that Suzanne will browse one page in three minutes and also the question is posing for what number pages she will be able to browse in five hours.

So, we’ve got to convert hours in minutes. we all know that there ar hour in one hour.

To search out what number minutes are there in five hours, we’ve got to multiply five by sixty (5 * sixty = three hundred minutes). There are three hundred minutes in five hours.

**Second Step**

It is provided that Suzanne will browse one page in three minutes.

We can write it like this also-

In three minutes Suzanne will browse one page

In one minute Suzanne will browse 1/3 page

In three hundred minutes (5 hours) Suzanne will browse (1/3)*(300) = a hundred pages.

It are often solved like this also-

In three minutes Suzanne will browse one page

In one minute Suzanne will browse 1/3 page

In hour (1 hour) Suzanne will browse (1/3)*(60) = twenty pages.

In five hours Suzanne will browse twenty * five = a hundred pages.

Suzanne will browse a hundred pages in five hours.

More examples

Q.1 Susan will kind one0 pages in five minutes. what number pages he will kind in half dozen hours?

**Solution**

** First Step:**

This is a word downside associated with work. to resolve this question first we’ve got to convert all information in same units.

It’s provided that Susan will kind ten pages in five minutes and also the question is posing for what number pages he will kind in half dozen hours.

So, we’ve got to convert hours in minutes. we all know that there ar hour in one hour. to search out what number minutes are there in half dozen hours,

We’ve got to multiply half dozen by sixty (6 * sixty = 360 minutes). There are 360 minutes in half dozen hours.

**Second Step:**

It is provided that Susan will kind ten pages in five minutes.

We can write it like this also-

In five minutes Susan will kind ten pages

In one minute Susan will kind 10/5 = a pair of pages

In 360 minutes (6 hours) Susan will kind (2)*(360) = 720 pages.

It are often solved like this also-

In five minutes Susan will kind ten pages

In one minute Susan will kind 10/5 = a pair of pages

In hour (1 hour) Susan will kind (2)*(60) = one hundred twenty pages.

In half dozen hours Susan will kind one hundred twenty * half dozen = 720 pages.

Susan will kind 720 pages in half dozen hours.

Q.2 Julie will write a pair of0 pages in ten minutes and mother will write five pages in ten minutes. operating along, what number pages they will write in thirty minutes?

**Solution:**

** Step One**:

This is a word downside associated with work. All the information given ar in same units that’s minutes.

To resolve this question we’ve got to search out the work capability of Julie and mother one by one, and so we are going to add work the capability of each Julie and mother to urge the ultimate answer.

**To find work capability of Julie:**

It is provided that Julie will write twenty pages in ten minutes

We can write it like this also-

In ten minutes Julie will write twenty pages.

In one minute Julie will write a pair of0/10 = 2 pages.

In half-hour Julie will write a pair of * thirty = sixty pages.

Working alone, Julie will write sixty pages in half-hour.

To find work capability of Mary:

It is provided that mother will write five pages in ten minutes

We can write it like this also-

In ten minutes mother will write five pages.

In one minute mother will write 5/10 = 1/2 page.

In half-hour mother will write (1/2) * (30) = fifteen pages.

Working alone, mother will write fifteen pages in half-hour.

**Step** **Two**:

For finding what number pages Julie and mother will write in half-hour once they work along we’ve got to feature their work once they work alone. (Julie Work) sixty + (Mary Work) fifteen = seventy five pages.

Working along, mother and Julie will write seventy five pages in half-hour.

Q.3 Alex will paint a pair of area in half dozen hours, and Adam takes eight hours to color a similarly- sized four rooms? operating along, what number rooms they will paint in twelve hours?

**SolutionStep One:**

This is a word downside associated with work. All the information given ar in same units: hours. to resolve this question we’ve got to search out the work capability of Alex and Adam one by one, and so we are going to add the work capability of each Alex and Adam to urge the ultimate answer.

To find work capability of Alex

It is provided that Alex will paint a pair of rooms in half dozen hours

We can write it like this also-

In half dozen hours Alex will paint a pair of rooms.

In one hour Alex will paint 2/6 = 1/3 area

In twelve hours Alex will paint (1/3) * (12) = four rooms.

Working alone, Alex will paint four rooms in twelve hours.

To find work capability of Adam

It is provided that Adam will paint four rooms in eight hours

We can write it like this also-

In eight hours Adam will paint four rooms.

In one hour Adam will paint 4/8 = 1/2 area

In twelve hours Adam will paint (1/2) * (12) = half dozen rooms.

Working alone, Adam will paint half dozen rooms in twelve hours.

Step2:

To find what number rooms Alex and Adam will paint in twelve hours once they work together:

We have to feature the rooms that Alex will paint in twelve hours with the rooms that Adam will paint in twelve hours.

We tend to already found that Alex will paint four rooms in twelve hours and Adam will paint half dozen rooms in twelve hours.

Operating along they will paint four + half dozen = ten rooms in twelve hours.

Working along, Alex and Adam will paint ten rooms in twelve hours.

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