how many cones can be made from a right circular cylinder having same base and same height
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Step-by-step explanation:
Consider a right circular cone, with
→ Height = h
→ Radius =
→ 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
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