if the volume of a right circular cylinder is 320m cube. and the area of its base is 80m square . find the height
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Answered by
5
let dimensions of the cylinder
radius = r m
height = h m
volume (V) = 320 m³
πr²h= 320---(1)
given
base area = 80 m²
πr² = 80 ---(2)
divide (1) with (2)
(πr²h)/(πr²) = 320 /80
h= 4 m
therefore
height of the cylinder = h= 4 m
radius = r m
height = h m
volume (V) = 320 m³
πr²h= 320---(1)
given
base area = 80 m²
πr² = 80 ---(2)
divide (1) with (2)
(πr²h)/(πr²) = 320 /80
h= 4 m
therefore
height of the cylinder = h= 4 m
mysticd:
ur welcome
Answered by
2
Volume of right circular cylinder = 320 cm³
Area of the base = 80m²
πr²h = 320..............(i)
πr² = 80
Putting the value of πr² in eq (i),
80h = 320
h = 4m
∴ The height of the cylinder= 4m
Area of the base = 80m²
πr²h = 320..............(i)
πr² = 80
Putting the value of πr² in eq (i),
80h = 320
h = 4m
∴ The height of the cylinder= 4m
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