Question

is it possible to find a right circular cone with equal height and slant height radius and slant height radius and height

Answer 1

Answer:-

Consider a right circular cone, with

→ Height = h

→ Radius = r

→ Slant height = l

★ We know, right triangle = one angle 90°

Using Pythagoras theorem

→ l² = h² + r²

This justifies that height, radius and slant height of cone can always be the sides of a right triangle.

Hence, the given statement “in a right circular cone, height, radius and slant height do not always be sides of a right triangle” is true.

Answer 2

Question :-

★ Is it possible to find a right circular cone with equal height and slant height radius and slant height radius and height?

Answer :-

• Consider a right circular cone with having :-

● Height :- h

● Radius :- r

● Slant height :- l

★ As we know that, right triangle is always equal to 90 degree.

We know Pythagoras theorem :-

• l^2 = r^2 + h^2

→ By above statement we get to know that height radius and slant height of a cone can always be the side of a right triangle.

Hence, above statement is true !!