a cylindrical tank has a capacity of 6160 M cube find its depth if the radius of the base is 14 m
Answers
Answered by
72
VOLUME OF CYLINDRICAL TANK= CAPACITY OF THE TANK
therefore,
6160 m3= 22/7*14*14*h
6160=22*28*h
6160=616*h
so, here's the answer,
h=10m
FURTHER
CSA OF THE TANK= 2*22/7*14*10= 880 M2
cost of painting= 880 m2 * 3/m2 = Rs 2640
hope it helps and hope the ans is right.
all the best!!
therefore,
6160 m3= 22/7*14*14*h
6160=22*28*h
6160=616*h
so, here's the answer,
h=10m
FURTHER
CSA OF THE TANK= 2*22/7*14*10= 880 M2
cost of painting= 880 m2 * 3/m2 = Rs 2640
hope it helps and hope the ans is right.
all the best!!
suprakashpatro6:
the answer is in metere
Answered by
36
Given radius = 14m. then the diameter will be d = 2r = 28m.
Given, Volume of the cylinder = 6160.
pir^2h = 6160
(22/7) * (14)^2 * h = 6160
22/7 * 196 * h = 6160
616h = 6160
h = 10m.
Given, Volume of the cylinder = 6160.
pir^2h = 6160
(22/7) * (14)^2 * h = 6160
22/7 * 196 * h = 6160
616h = 6160
h = 10m.
Similar questions