spherical watermelon of radius 4 cm is Hafte the uniform width of the white part surrounding the red edible part is one cent from half of the melon the red part of the fruit is scooped out take by as 3.14 and find the volume of the edible part of the route taken out ignore the volume of seeds and the surface area of the white part of that hemispherical piece
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3
Answer:
Radius of the watermelon , say = r cm dr/dt =2 cm/week Radius after five weeks = 10 cm Thickness ...
Step-by-step explanation:
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Answered by
0
Answer:
56.52cm³
Step-by-step explanation:
Radius of sphere=4cm
Radius of white part= 1cm
Radius of edible part = 4-1 = 3cm
Volume of hemisphere =2*3.14*r³/3
=2*3.14*3*3*3/4
=56.52cm³
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