Statement :

If the function is differentiable at the point, then it is continuous at that point.

Conisder a example .

The derivative of the function is .

The function is differentiable at all points except at .

From the above,

wherever the function is differentiable, there it is continuous.

The function is differentiable at a point, it is continuous at that point.

The statement is true.

The statement is true.