A conical tent with radius 7m has been made from a piece of canvas whose area is 551m2. find the volume of the tent assuming that all the stiching margins and wastage in curved while cutting amount to approxmately 1m2
Answers
Answered by
18
πrl=550 [as 1 m in stiching]
22/7*7*l=550
22*l=550
l=550/22
l=25
l²=r²+h²
25²=7²+h²
625-49=h²
576=h²
h=24
volume=1/3πr²h
=1/3*22/7*7*7*24
=1232m³
22/7*7*l=550
22*l=550
l=550/22
l=25
l²=r²+h²
25²=7²+h²
625-49=h²
576=h²
h=24
volume=1/3πr²h
=1/3*22/7*7*7*24
=1232m³
Answered by
7
r =7m
Area of canvas =551sq.cm
Wastage = 1 sq.cm
πrl=551-1
=550
l=550×7÷22×7
l=25cm
h=√l²-r²
=√625-49
=√576
=24cm
V=1/3πr²h
=1/3×22/7×7×7×24
=1232m³
Area of canvas =551sq.cm
Wastage = 1 sq.cm
πrl=551-1
=550
l=550×7÷22×7
l=25cm
h=√l²-r²
=√625-49
=√576
=24cm
V=1/3πr²h
=1/3×22/7×7×7×24
=1232m³
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