solve it fast please
Class 9 EXERCISE 13.3
Q no. 8
NCERT book
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Sol.
Let r be the radius , h be the height and l be the slant height of a cone. Then ,
r=(402)cm = 20 cm = .2 m,
and h = 1m.
Therefore ℓ=r2+h2−−−−−−√=0.04+1−−−−−−−√=1.04−−−−√=1.02
Curved surface of 1 cone =πrℓm2
=(3.14×.2×1.02)m2
Curved surface of such 50 cones =(50×3.14×.2×1.02)m2
Cost of painting @ Rs. 12 per m2 =(50×3.14×.2×1.02×12)
=384.68(approx)
Let r be the radius , h be the height and l be the slant height of a cone. Then ,
r=(402)cm = 20 cm = .2 m,
and h = 1m.
Therefore ℓ=r2+h2−−−−−−√=0.04+1−−−−−−−√=1.04−−−−√=1.02
Curved surface of 1 cone =πrℓm2
=(3.14×.2×1.02)m2
Curved surface of such 50 cones =(50×3.14×.2×1.02)m2
Cost of painting @ Rs. 12 per m2 =(50×3.14×.2×1.02×12)
=384.68(approx)
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