in a conical tent of radius 8.4m and vertical height 3.5m,how many full bags of wheat can be stored if the space required for one bag of wheat is 1.96m^3.
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Radius of conical tent=8.4m
height of the tent=3.5m
volume of the conical tent= 1/3πr²h
=6468/25m³
volume of bag =1.96m³
number of bags can be emptied=volume of tent/volume of bag=6468/25/1.96=132
therefore,
132 bags of wheat can be emptied to fill the tent..
Answered by
1
Radius of conical tent=8.4m
height of the tent=3.5m
volume of the conical tent= 1/3πr²h
=6468/25m³
volume of bag =1.96m³
number of bags can be emptied=volume of tent/volume of bag=6468/25/1.96=132
therefore,
132 bags of wheat can be emptied to fill the tent..
height of the tent=3.5m
volume of the conical tent= 1/3πr²h
=6468/25m³
volume of bag =1.96m³
number of bags can be emptied=volume of tent/volume of bag=6468/25/1.96=132
therefore,
132 bags of wheat can be emptied to fill the tent..
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