Question

8 machines can produce 4800 identical pens in 6 hours. how many pens can one machine produce in 1 hour

Answer 1

The answer to this question goes as.....
Pens produced by 1 machine in 6 hours=4800/8=6
So pens produced by it in 1 hour =600/60=100

Answer 2

Answer:

Step-by-step explanation:

Given:

In 6 hours, 8 machines can produce 4,800 identical pens.

To Find:

How many pens can one machine produce in 1 hour = ?

Solution:

Number of pens produced by $8$ machines in $6$ hours  $= 4,800$

Number of pens produced by $8$ machines in $1$ hours  $= \frac{4,800}{6} = 800$

Number of pens produced by $1$ machines in $1$ hours  $= \frac{800}{8} = 100$

Therefore, $100$ pens can be  produced by $1$ machines in $1$ hours.

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