Question

Find the volume of oil that can be poured into a cubical tin each of whose edge measures 10 m internally.

please explain it​

Answer 1

Volume of tin :-

 10^3

=1000 cubic.meter

= 1000 kl     (1 m^3 = 1 kl)

Answer 2

Answer:

Volume of oil = $10^{6} liter$

Step-by-step explanation:

According to the information provided in the question it is given as

Cubical tin each of whose edge measures =10 m internally.

We need to find the volume of oil

Here we first find the volume of cube which is equal to the volume of liquids inside the cubical tin.

Edge = 10 m

Volume of cube = $a^{3}$

Where (a) is the edges

By putting the values we get the answer

$V = 10^{3} \\V = 10\times 10\times 10\\V = 1000 m^{3}$

As volume of oil = volume of cube

But the value is in meter cube we simply convert it into liter

1 cubic meter =1000 liter

1000$m^{3}$ = $10^{6}$ liter

Hence volume of oil is = $10^{6} liter$