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firstly
volume of hemisphere=2/3πr^3
V=(2/3)*3.14*14*14*14
V=(2/3)*3.14*2744
V=5744.11 cm^3
main concept of this sum:
now volume of the sand will remain same no matter in what object it is kept
so volume of cone=5744.11
(1/3)πr^2h=5744.11
(1/3)*Area of base*h=5744.11
(you know that area of base of cone will be π*r^2)
Area of base=5744.11*3/7
A=2461.7 which is nearly equal to
A=2462 cm^2
hence area of base of cone is 2462 cm^2
hope this helps :))
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parakhcmd:
there may be some calculation problem if the value of answer dosen't matches exactly. no problem i have told u the method u can follow it and can do the sum by yourself
Answered by
1
Therefore, the area of the ground occupied by the circular base of heap of sand is 2464 sq.cm
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