7. The radius y(t) of a circular patch of oil slick due to an oil spill in the ocean is modeled by the differential equation: y = y. ev-1 lo letmonylog solvet edi bn 8 Suppose the radius of the oil slick is 1 km an hour after it was first observed. 7a. Compute the 3rd-degree Taylor polynomial for y(t) at t = 1. yl1) = I 2 Tる() - y'tA=y サー y 4)-1 aemites odi daiw ti onsqmos bas TosslunisO TOV diw dy lo arlev sdt brni ayetamites ,(8) 2aiaU .da banol nov 7b. Estimate the radius of the patch of oil when t = 1.5 using (a)
7. The radius y(t) of a circular patch of oil slick due to an oil spill in the ocean is modeled by the differential equation: y = y. ev-1 lo letmonylog solvet edi bn 8 Suppose the radius of the oil slick is 1 km an hour after it was first observed. 7a. Compute the 3rd-degree Taylor polynomial for y(t) at t = 1. yl1) = I 2 Tる() - y'tA=y サー y 4)-1 aemites odi daiw ti onsqmos bas TosslunisO TOV diw dy lo arlev sdt brni ayetamites ,(8) 2aiaU .da banol nov 7b. Estimate the radius of the patch of oil when t = 1.5 using (a)
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Transcribed Image Text:7. The radius y(t) of a circular patch of oil slick due to an oil spill in the ocean is modeled by the
differential equation:
I y' =y. ev-1 oongob lo leimoryloq rolveT edi bail .s0
Suppose the radius of the oil slick is 1 km an hour after it was first observed.
7a. Compute the 3rd-degree Taylor polynomial for y(t) at t = 1. y(1)= I
T3 lt)= 1 Ldt y'cisetDy"とい(+とD L)ct3
y(サー
y 4)-1
y"(e)=g'4).
9emiles odi deiw Ji etsqmoo has rodaluolso uov dsiw dy lo orlev sdls bri .ay stamiteo,(s) gaiaU .da
bauol nov
7b. Estimate the radius of the patch of oil when t = 1.5 using (a)
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