$\"\"$

Statement :

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

Conisder a example $\"\"$ .

The function $\"\"$ is continuous at any point.

The derivative of the function is $\"\"$ .

The derivative of the function is discontinuous at $\"\"$ .

Hence the function is continuous at any point but not differentiable at $\"\"$ .

The statement is false.

$\"\"$

The statement is false.