Question

6. What is the slant height of a
conical tent whose height is 10
and radius of the base is 24
metre​

Answer 1

Answer:

put the formula of slant height

√base²+height ²

√100 +576

=√676

final answer is 26

Answer 2

Given :-

• Radius of conical tent (r) = 24 m

• Height of conical tent (h) = 10 m

To Find :-

• Slant Height of conical tent = ?

Answer :-

• Slant Height of conical tent = 26 m

Explaination :-

Let the Slant Height of conical tent be 'l'.

★ According to Question now,

As we know that,

→ l² = h² + r²

• Where 'l' is Slant Height, 'h' is Height and 'r' is Radius

Now, Substituting the given values in above formula :-

→ l² = (10)² + (24)²

→ l² = 100 + 576

→ l² = 676

Taking square root to both the sides we get :-

→ l = √676

→ l = 26 m

Therefore,slant height of conical tent is 26 m.