what is the slant height of largest circular cone that can be cut from a cube of side 4 cm ?
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cone is cut from a cube,
so height = radius=4 cm
formula to find slant height = sq.root of (h^2 + r^2)
= sq.root of (16 + 16)
= sq.root of 32
= 4sq.root 2
= 4*1.414
= 5.656 cm
so height = radius=4 cm
formula to find slant height = sq.root of (h^2 + r^2)
= sq.root of (16 + 16)
= sq.root of 32
= 4sq.root 2
= 4*1.414
= 5.656 cm
Fullatron:
Hi @Oshoraa the answer is incorrect please have a look at it, the radius cant be 4 as it would be the diameter so please edit your answer and correct it
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0
slant height =2root10 = 6.32
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