Find the volume of a cone whose slant height(l) is 4cm and diameter of its base is 7cm. Take π = [22/7]. ( That who give correct and good answer i will mark him as a brainliest. )
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Hi,
Dimensions of the cone,
Slant height ( l ) = 4 cm
Diameter of the base ( d ) = 7 cm
Radius of the base ( r ) = d/2 = 7/2 cm
Height ( h ) = √ l² - r²
= √ 4² - ( 7/2 )²
= √ 16 - 49/4
= √( 64 - 49 ) /4
= √15/4
= √15/2
Volume = ( π r² h ) /3
= ( 22/7 )( 7/2 ) (7/2 ) × ( √15 )/2 × 1/3
= ( 11 × 7 × √15 )/12
= 77√15/12 cubic cm
I hope this helps you.
:)
Dimensions of the cone,
Slant height ( l ) = 4 cm
Diameter of the base ( d ) = 7 cm
Radius of the base ( r ) = d/2 = 7/2 cm
Height ( h ) = √ l² - r²
= √ 4² - ( 7/2 )²
= √ 16 - 49/4
= √( 64 - 49 ) /4
= √15/4
= √15/2
Volume = ( π r² h ) /3
= ( 22/7 )( 7/2 ) (7/2 ) × ( √15 )/2 × 1/3
= ( 11 × 7 × √15 )/12
= 77√15/12 cubic cm
I hope this helps you.
:)
krish125:
Hii, Very Very So much thank you man for your right answer and great efforts.
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