Question

there is a tent in form form cylinder submounted by a cone find its area ​

Answer 1

Answer:

1452 m²

Explanation:

r = 14 m; l = 5m; h = 7 m

Total Surface Area of a Combined Solid = Sum of CSA of individual solids + Base Areas

Here, TSA of tent = CSA of cone + CSA of cylinder + base area of cone/cylinder

or TSA of tent = TSA of cone + CSA of cylinder

or TSA = $\pi r(l+r)\ + \ 2\pi rh$

or TSA = $\pi r(l+r+2h)$

or TSA = $\frac{22}{7} (14)(5+14+14) = 44(33) = 1452 m^{2}$

Hope it helps!

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