Q4/ The solid shown consists of a cone of radius (r) and height (h₁) and a cylinder of radius (r) and height (h₂), the dimensions at any time (t) I are given by: r=2+t, h₁ = 3t²-t, h₂=t³-(1²/2) Using the Chain Rule for partial derivatives to find the rate of changing in volume of the solid (V) at (t = 1) Ans./ 40T hl h2

Structural Analysis
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ISBN:9781337630931
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Chapter2: Loads On Structures
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Q4/ The solid shown consists of a cone of radius (r) and height (h₁) and
a cylinder of radius (r) and height (h₂), the dimensions at any time (t)
are given by:
r = 2 + t
h₁ = 3t²-t, h₂= t³ - (1²/2)
S
Using the Chain Rule for partial derivatives to find the rate of changing in volume of
the solid (V) at (t = 1)
Ans./ 40T
hl
h2
Transcribed Image Text:Q4/ The solid shown consists of a cone of radius (r) and height (h₁) and a cylinder of radius (r) and height (h₂), the dimensions at any time (t) are given by: r = 2 + t h₁ = 3t²-t, h₂= t³ - (1²/2) S Using the Chain Rule for partial derivatives to find the rate of changing in volume of the solid (V) at (t = 1) Ans./ 40T hl h2
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