In this problem i was given the HEIGHT and VOLUME and i need to find the RADIUS
H=6.4 and V=219^2. how do i find the radius? whenever i try i can'y get the right answer. and the answer should be 3.3
HELP
H=6.4 and V=219^2. how do i find the radius? whenever i try i can'y get the right answer. and the answer should be 3.3
HELP
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The volume is probably 219 and not 219^2.
V = pi* r^2 * H
219 = pi * r^2 * 6.4
r = sqrt(219/(6.4*pi))
r = 3.3
V = pi* r^2 * H
219 = pi * r^2 * 6.4
r = sqrt(219/(6.4*pi))
r = 3.3
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you need to figure out the volume of a cylinder
V of a cylinder = area across the top x the height
area across the top = cross sectional area
A = pi*r^2
V = pi*r^2 * h
solve for r
r^2 = V/(pi*h)
r = sqrt(V/(pi*h))
thats it all the rest is number
r = sqrt(219/(pi*6.4))
r = sqrt(10.89)
r = 3.3 m
V of a cylinder = area across the top x the height
area across the top = cross sectional area
A = pi*r^2
V = pi*r^2 * h
solve for r
r^2 = V/(pi*h)
r = sqrt(V/(pi*h))
thats it all the rest is number
r = sqrt(219/(pi*6.4))
r = sqrt(10.89)
r = 3.3 m
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I think your question should say V = 219, not 219^2. (Did you mean 219 cm^3?)
The volume = height x cross-sectional area
V = HA
219 = 6.4A
A = 219/6.4 = 34.2
The Area, A = pi.R^2
R^2 = A/pi
= 34.2/3.14
= 10.9
R = square_root(10.9)
= 3.3
If you were given units (eg. cm) don't forget to include them as part of the answer, e.g. 3.3cm.
Happy new year!
The volume = height x cross-sectional area
V = HA
219 = 6.4A
A = 219/6.4 = 34.2
The Area, A = pi.R^2
R^2 = A/pi
= 34.2/3.14
= 10.9
R = square_root(10.9)
= 3.3
If you were given units (eg. cm) don't forget to include them as part of the answer, e.g. 3.3cm.
Happy new year!
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The equation for the volume of a cylinder is V = pi*r^2*h.
You can rearrange that to express the radius in terms of the other variables:
r = sqrt(V/(pi*h))
From there you can go on to solve for the radius.
You can rearrange that to express the radius in terms of the other variables:
r = sqrt(V/(pi*h))
From there you can go on to solve for the radius.
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volume = height times the(pi times radius squared)
substitute
219^3 = 6.4 x 3.14 x r^2
Then solve for r
substitute
219^3 = 6.4 x 3.14 x r^2
Then solve for r
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(pi x r^2) x h = v
r^2=v/hxpi
r^2=219/6.4xpi
r^2=219/20.096
r^2=10.898
r=srt10.898
r=3.3
Please note I used 3.14 as pi
r^2=v/hxpi
r^2=219/6.4xpi
r^2=219/20.096
r^2=10.898
r=srt10.898
r=3.3
Please note I used 3.14 as pi
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219=6.4πr^2
219/6.4π=r^2
10.90=r^2
3.3=r
219/6.4π=r^2
10.90=r^2
3.3=r