Find the ratio of T.S.A of cylinder to its C.S.A given that its height and radius are 7.5 and 3.5 respectively
Answers
Answered by
8
TSA of cylinder is 2πr(r+h)
2×22/7×3.5(7.5+3.5)
=242cm²
CSA of cylinder is 2πrh
2×22/7×3.5×7.5
=165cm²
ratio is TSA/CSA
242/165
242:165 is the ans
hope this is helpful
2×22/7×3.5(7.5+3.5)
=242cm²
CSA of cylinder is 2πrh
2×22/7×3.5×7.5
=165cm²
ratio is TSA/CSA
242/165
242:165 is the ans
hope this is helpful
nav17:
hlo
Answered by
4
Given radius = 3.5cm
height = 7.5cm
Curved Surface Area of cylinder = 2πrh
= 2*22/7 *3.5 *7.5
= 165 cm2
Total Surface Area of cylinder = 2πr(h+r)
= 2 *22/7 * 3.5(3.5+7.5)
= 242cm2
Ratio of Total Surface Area of cylinder : Ratio of Curved Surface Area of cylinder
= 242 : 165
= 22 :15
height = 7.5cm
Curved Surface Area of cylinder = 2πrh
= 2*22/7 *3.5 *7.5
= 165 cm2
Total Surface Area of cylinder = 2πr(h+r)
= 2 *22/7 * 3.5(3.5+7.5)
= 242cm2
Ratio of Total Surface Area of cylinder : Ratio of Curved Surface Area of cylinder
= 242 : 165
= 22 :15
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