Consider the curve c(t) = (t 2 , t 3 ) for 0 t 1.
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Consider the curve c(t) = (t2, t3) for 0 ≤ t ≤ 1.
(a) Find the area under the curve using Eq. (9).
(b) Find the area under the curve by expressing y as a function of x and finding the area using the standard method.
Transcribed Image Text:
= [", y(t)x' (1) dt to A =
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a Using Eq 9 note first that for 0 t 1 the path of ct is traced once so that ...View the full answer
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