A conical tent is 10m high and the radius od its base is 24m. find
Answers
Answer:
Radius of the conical tent = 24m Height of conical tent = 10m We know that Slant height of conical tent can be written as l = √(r2 + h2) By substituting the values l = √(242 + 102) On further calculation l = √(576 + 100) = √ 676 So we get l = 26m We know that Curved surface area of conical tent = πrl By substituting the values Curved surface area of conical tent = (22/7) × 24 × 26 So we get Curved surface area of conical tent = (13728/7) m2 It is given that the cost of 1m2 canvas = ₹ 70 So the cost of (13728/7) m2 canvas = ₹ 70 × (13728/7) = ₹ 137280 Therefore, the slant height of the tent is 26m and the cost of canvas required to make the tent is ₹ 137280.Read more on Sarthaks.com - https://www.sarthaks.com/721563/a-conical-tent-is-10m-high-and-the-radius-of-its-base-is-24m
Answer:
120 or 280
Step-by-step explanation:
formula = 1/2bh ( b = base, h = height)
= 1/2×24×10
= 1/2 ×240
= 240/2
=120