the curved suface a cylinder is 1760cm2 and volume is 12320cm3 find the height
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Hi ,
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CSA of cylinder = 2πrh
Volume of the cylinder = π r² h
******************************
Let r , h are radius and height of the
Cylinder ,
CSA = 1760 cm²
2πrh = 1760 cm² -----( 1 )
Volume ( V ) = 12320 cm³
π r² h = 12320 cm³ ----( 2 )
V / CSA = 12320 / 1760
( π r² h ) / ( 2πrh ) = 7
r / 2 = 7
r = 14 cm
put r = 14 in equation ( 1 ) ,
2πrh = 1760
2 × ( 22/7 ) × 14 × h = 1760
h = ( 1760 × 7)/(2 × 22 × 14 )
h = 20 cm
I hope this helps you.
:)
******************
CSA of cylinder = 2πrh
Volume of the cylinder = π r² h
******************************
Let r , h are radius and height of the
Cylinder ,
CSA = 1760 cm²
2πrh = 1760 cm² -----( 1 )
Volume ( V ) = 12320 cm³
π r² h = 12320 cm³ ----( 2 )
V / CSA = 12320 / 1760
( π r² h ) / ( 2πrh ) = 7
r / 2 = 7
r = 14 cm
put r = 14 in equation ( 1 ) ,
2πrh = 1760
2 × ( 22/7 ) × 14 × h = 1760
h = ( 1760 × 7)/(2 × 22 × 14 )
h = 20 cm
I hope this helps you.
:)
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