Part 3 (a) Newton's law of cooling describes the temperature T of a body cooling down to the surrounding temperature To. T and To are related through the equation: dT = -k (T-To), where k>0. dt Formulate an expression for T in terms of k and To. (b) A body of length Lo when heated causes a linear expansion of th body to a new length L. dL = aL, where a>0. dT Formulate an expression for L in terms of a and Lo.

Introductory Circuit Analysis (13th Edition)
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Part 3
(a)
Newton's law of cooling describes the temperature T of a body
cooling down to the surrounding temperature To. T and To are
related through the equation:
art 4
dT = -k (T-To), where k>0.
dt
Formulate an expression for T in terms of k and To.
(b)
A body of length Lo when heated causes a linear expansion of the
body to a new length L.
dL = aL, where a>0.
dT
Formulate an expression for L in terms of a and Lo.
α
Transcribed Image Text:Part 3 (a) Newton's law of cooling describes the temperature T of a body cooling down to the surrounding temperature To. T and To are related through the equation: art 4 dT = -k (T-To), where k>0. dt Formulate an expression for T in terms of k and To. (b) A body of length Lo when heated causes a linear expansion of the body to a new length L. dL = aL, where a>0. dT Formulate an expression for L in terms of a and Lo. α
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