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pi r²h=150 pi
r²h=150
r²×6=150
r²=25
r=5 cm
total surface area =2pi r(r+h)
2pi×5(5+6)
10 pi×11
110 pick cm²
l. S.. a=2pirh
2pi×5×6
60 pi cm²
r²h=150
r²×6=150
r²=25
r=5 cm
total surface area =2pi r(r+h)
2pi×5(5+6)
10 pi×11
110 pick cm²
l. S.. a=2pirh
2pi×5×6
60 pi cm²
shubhamkumar81:
yahi to problem hai
Answered by
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πr²h=150π,
then
r²×6=150,
r²=150/6,
r²=25,
then
r=5 cm,
therefore
C.S.A of the cylinder=2πrh,
=2×π×5×6=60π cm²,
now T.S.A of the cylinder=2πr(h+r),
=2π×5(6+5),
=10π×11,
=110π cm²
then
r²×6=150,
r²=150/6,
r²=25,
then
r=5 cm,
therefore
C.S.A of the cylinder=2πrh,
=2×π×5×6=60π cm²,
now T.S.A of the cylinder=2πr(h+r),
=2π×5(6+5),
=10π×11,
=110π cm²
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