Two printers can print 25 pages of the module in 1 minute. How many 
pages can 4 printers print in 2 minutes

If two printers can print 25 pages in 1 minute, we can calculate how many pages four printers can print in two minutes as follows:

1. **Step 1: Pages printed by two printers in 2 minutes.**
   - In 1 minute, two printers print 25 pages.
   - In 2 minutes, the same two printers would print \( 25 \times 2 = 50 \) pages.

2. **Step 2: Pages printed by four printers in 2 minutes.**
   - Four printers would print twice as many pages as two printers in the same amount of time.
   - So, in 2 minutes, four printers would print \( 50 \times 2 = 100 \) pages.

Therefore, **four printers can print 100 pages in 2 minutes**.

Would you like any further explanation or details on this problem?

Here are 5 related questions to consider:
1. How many pages can one printer print in 1 minute?
2. How many pages can 4 printers print in 1 minute?
3. How long would it take 6 printers to print 150 pages?
4. How many pages can 8 printers print in 3 minutes?
5. If 2 printers print 25 pages in 1 minute, how many printers are needed to print 150 pages in 2 minutes?

**Tip:** When solving word problems involving rates, it's useful to break the problem into smaller steps, like determining the rate for one unit of time or one printer.

Two printers can print 25 pages of the module in 1 minute. How many pages can 4 printers print in 2 minutes?

Solve the problem of how many pages 4 printers can print in 2 minutes based on the rate of two printers printing 25 pages in 1 minute. This problem covers proportionality and rates, ideal for students in Grades 5-7.

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