Question

Volume of conical tent is 1232. Area of base floor is 154 cm. Calculate the
1 radius of floor
2. Length of the canvas required to cover the conical tent its width is 2m
3. Height of floor

Answer 1

Answer:

answer is given in the above image

Answer 2

Step-by-step explanation:

volume of conical tent=1/3×pi×r square ×h

let radius=r

pi×r square=154

r=7cm

1232=1/3×3.14×49×h

h==24cm

lateral surface area=pi×r×l

l=root over(r square+h square)

= root over(49+576)

=25 cm

l.s.a=3.14×7×25=549.5 cm square

surface area of canavass= l.s.a

l×200=549.5

l=2.74cm