Question

Is it possible to construct a triangle with sides $3cm$, $4cm$ and $8cm$?

Answer 1

State whether the construction of a triangle is possible or not

It is known that the construction of a triangle can only be possible if the sum of two sides is greater than the third side.

It is given that the sides of the triangle are: $3cm,4cm,8cm$

Here $3+4<8$.

Hence, the construction of a triangle is not possible with sides $3cm$, $4cm$ and $8cm$.