A a cylinder having radius 1 metre and height 5 metre is completely filled with milk in how many conical flask can this milk be filled if the flask radius and height is 50 cm each
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Answered by
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Step-by-step explanation:
volume of conical flask=1/3π×0.5^2×0.5
=π/24m^
volume of cylinder = π×1^2×5
=(5π)m^3
no.of conical flask= volume of cylinder/volume of conical flask
no.of flask=5π/π/24
=5π×24/π
=5×24 =120 conical flask
Answered by
1
Step-by-step explanation:
volume of the cylinder
volume of conical flask
no. of flask = vol. of clyinder/vol. of flask
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