find the height of cone if its slant height is 34 cm and base diameter is 32cm
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Answered by
291
Slant height l = 34 cm
Diameter d = 32 cm
Radius r = 32/2 = 16 cm
l^2 = (h^2) + (r^2)
(34^2) = (h^2) + (16^2)
1156 = h^2 + 256
h^2 = 1156 - 256
h^2 = 900
h = 30 cm
Hence height = 30 cm
Diameter d = 32 cm
Radius r = 32/2 = 16 cm
l^2 = (h^2) + (r^2)
(34^2) = (h^2) + (16^2)
1156 = h^2 + 256
h^2 = 1156 - 256
h^2 = 900
h = 30 cm
Hence height = 30 cm
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Answered by
74
Answer:
30 cm
Step-by-step explanation:
r=34/2=16cm
l=34cm
l2=r2+h2
(34)^2=(16)^2+h^2
1156=256+h^2
h^2=1156-256
h^2=900
h=√900
=30cm
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