Question

A gawdown measure 40 m × 25 m × 15 m find the maximum number of wooden creates each measuring 1.5 m 1.25 m and 10 .0 m that can be stored in gawdon ​

Answer 1

Answer:

Answer:

Given ,

         

First Case :

• Length - 40 m

• Breadth - 25m

• Height - 15 m

Second Case :

• Length - 1.5m

• Breadth-1.25m

• Height-   0.5m

• Volume/capacity of the godown - { 40m x 25m x 15m}

• Volume of one wooden crates - { 1.5m x 1.25m x 0.5m}

According to this question :

volume of godown= 40 m x 25 m x 15

                              =15000$m^{3}$

volume of each wooden crates= 1.5 m x 1.25 m x 0.5 m

                                                    =0.9375 $m^{3}$

total number of wooden crates that can be stored in th godown =$\frac{volume\ of\ godown}{volume\ of\ wooden\ crates}$

             =$\frac{15000m^{3}}{0.9375 m^{3}}$

            =16000    

So, the total number of boxes that can be stored in godown is 16000.

Answer 2

Answer:

Given ,

First Case :

• Length - 40 m

• Breadth - 25m

• Height - 15 m

Second Case :

• Length - 1.5m

• Breadth-1.25m

• Height- 0.5m

• Volume/capacity of the godown - { 40m x 25m x 15m}

• Volume of one wooden crates - { 1.5m x 1.25m x 0.5m}

According to this question :

volume of godown= 40 m x 25 m x 15

=15000m^{3}m

3

volume of each wooden crates= 1.5 m x 1.25 m x 0.5 m

=0.9375 m^{3}m

3

total number of wooden crates that can be stored in th godown =\frac{volume\ of\ godown}{volume\ of\ wooden\ crates}

volume of wooden crates

volume of godown

=\frac{15000m^{3}}{0.9375 m^{3}}

0.9375m

3

15000m

3

=16000

So, the total number of boxes that can be stored in godown is 16000.

Step-by-step explanation:

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