π 6 cm and a length of 3 m . How much water could be in this pipe at any one time, in cm 3 ?
Bob has a pipe with a diameter of
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The formula for the volume of the cylinder is :
PI r 2 h
But here we know only diameter not the radius.
Note that radius is just the half of the diameter.
So radius = r o o t P I 3
Height = 3 m
But we need to convert it into cm as the question asks.
So Height = Length = h = 300 cm
Applying the formula,
PI r 2 h
PI P I 2 3 300
= PI * P I 9 * 300
= 9 * 300
= 2700
So, the volume is 2700
But a pipe isn't a perfect cylinder...lol
meme avec Anubhav Sharma
Area of Torus = 2(pi)^2 * Rr^2, R=distance from center of the torus to the tube ; r=radius of the tube. Here, R=300cm; r = 3/(sqrt(pi)) cm
volume = area of the base x length = 4 π ( π 6 ) 2 ( 3 0 0 ) = 2 7 0 0 c m 3
3m = 300cm... 6/sqrt of pi = 3.3851 cm (radius)
then use the formula for the volume of cylinder... V = pi * (r^2) * 300 cm = 2700 cc (ans)
The pipe becomes of cylindrical shape having length 3 Meter that is 300 cm.Since dia given is 6/underroot pie so radius is half of it ,that is 3/underroot pie. Volume with above will be pia X r2 Xheight,substituting above we get 2700 cm3 Ans K.K.GARgG,India
its simple apply the formula for volume of a right circular cylinder
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We can use the formula V = A b × L where A b = area of the inlet of the pipe and L = length of the pipe. Note that this formula is the same as the formula for the volume of a cylinder. So we have
V = A b × L = 4 π ( π 6 ) 2 ( 3 0 0 ) = 4 3 6 ( 3 0 0 ) = 2 7 0 0