what would be the area of hollow hemispherical bowl of radius 10 cm?
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i got an answer for 7cm.
see if u can modify it
The hemispherical bowl has three surfaces to calculate: the interior hemisphere (rint=7cm), the exterior hemisphere (rext=7cm+1cm=8cm), and the annular (ring-shaped) top edge (rext,rint). The area of a hemisphere is 124πr2=2πr2; the area of an annulus is π(r2ext−r2int).
Aint=2πr2int=(2⋅72)π≈307.9cm2
Aext=2πr2ext=(2⋅82)π≈402.1cm2
Aedge=π(r2ext−r2int)=(64−49)π≈47.1cm2
The total area is the sum of these three, 241π≈757.1cm2
Mohityaduvanshi:
not right answer
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