Question

Question :-

If volume of a is 59319cm³, find the length of its edge ?

___________________
Needs a good answer
___________________​

Answer 1

Answer:

you mean volume of cube is 59319cm^3

find its length

so here the answer is

volume of cube is length×length×length

=)59319=l^3

as the 39 is the cube root of 59319

so the edge is 39cm

hope it helps you

ans pls follow me

Answer 2

$\bf\green{QuestioN:-}$

If volume of a cube is 59319cm³, find the length of its edge ?

[ Hope your question is about cube]

$\bf\red{AnsweR:-}$

Given :-

Volume of a cube is given as 59319cm³.

To Find :-

Length of the edges of that cube.

Solution :-

As we know that,

$\large{\boxed{\bf{Volume\:of\:a\:cube=a^3}}}}}$

Here the volume is given as 59319 cm³.

That is,

$\large{\boxed{\bf{\longrightarrow{a^3=59319\:cm^3}}}}}$

➪  $\bf{a=\sqrt[3]{59319}}$

➪ $\bf{a=39}$

So each side of the cube = 39 cm.

Verification :-

Now we know that the sides of this cube = 39 cm.

➪ Volume of the cube = a^3

➪ As we know the volume of the given cube is 59319 cm³.

➪ $\bf{a=39\:cm}$

➪ $\bf{a^3=39^3}$

➪ $\bf{39^3=39\times39\times39}$

➪ $\bf{39^3=59319}$

We already know the volume is also 59319cm³.

Hence,

LHS = RHS !!

Verified !!

All Done !!☺