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Rates of change!
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ShannonLeigh
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Hi, I often struggle with rates of change questions and this is no exception. If anyone has any tips I would be grateful! Here's my question-
A hollow right circular cone, whose height is twice the radius, is held with it's vertex downwards and water is poured at the rate of 4cm^3 per second.
Find in terms of π, the rate of rise of the water level when the depth is 2cm.
(Volume=1/3 π h r^2)
Thanks in advance!
A hollow right circular cone, whose height is twice the radius, is held with it's vertex downwards and water is poured at the rate of 4cm^3 per second.
Find in terms of π, the rate of rise of the water level when the depth is 2cm.
(Volume=1/3 π h r^2)
Thanks in advance!
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Liamnut
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#2
(Original post by ShannonLeigh)
Hi, I often struggle with rates of change questions and this is no exception. If anyone has any tips I would be grateful! Here's my question-
A hollow right circular cone, whose height is twice the radius, is held with it's vertex downwards and water is poured at the rate of 4cm^3 per second.
Find in terms of π, the rate of rise of the water level when the depth is 2cm.
(Volume=1/3 π h r^2)
Thanks in advance!
Hi, I often struggle with rates of change questions and this is no exception. If anyone has any tips I would be grateful! Here's my question-
A hollow right circular cone, whose height is twice the radius, is held with it's vertex downwards and water is poured at the rate of 4cm^3 per second.
Find in terms of π, the rate of rise of the water level when the depth is 2cm.
(Volume=1/3 π h r^2)
Thanks in advance!
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Smaug123
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#3
(Original post by ShannonLeigh)
Hi, I often struggle with rates of change questions and this is no exception. If anyone has any tips I would be grateful! Here's my question-
A hollow right circular cone, whose height is twice the radius, is held with it's vertex downwards and water is poured at the rate of 4cm^3 per second.
Find in terms of π, the rate of rise of the water level when the depth is 2cm.
(Volume=1/3 π h r^2)
Thanks in advance!
Hi, I often struggle with rates of change questions and this is no exception. If anyone has any tips I would be grateful! Here's my question-
A hollow right circular cone, whose height is twice the radius, is held with it's vertex downwards and water is poured at the rate of 4cm^3 per second.
Find in terms of π, the rate of rise of the water level when the depth is 2cm.
(Volume=1/3 π h r^2)
Thanks in advance!
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