C) Apply 4 iterations of the Secant method, taking initial approximations t₁ =16 and ta=26, to approxi- mate the value of t, at which WCH) was 2551.5. Tabulate your iterations like in the lecture notes.

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter6: Exponential And Logarithmic Functions
Section6.8: Fitting Exponential Models To Data
Problem 3TI: Table 6 shows the population, in thousands, of harbor seals in the Wadden Sea over the years 1997 to...
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Answer c. only ( to four decimal place )

The average weight of sedans (motor cars) could be
approximated by Wet) = 6t²_240€ +4800 (5≤ t ≤27)
where this year of manufacture (t=0 represents 1970)
and Wis the average weight in pounds.
d). w Use this model to determine in what year
Seclans were the lightest
What was their average weight in that year?
b) Show, with the help of the Intermediate Value Theorem
(IVT), that the average weight of seclans were 2551-5
between t = 16 and t=26
C) Apply 4 iterations of the Secant method, taking
디
initial approximations t₁ = 16 and ta=26, to approxi-
mate the value of t at which WCH) was 2551.50
Tabulate your iterations like in the lecture notes.
Transcribed Image Text:The average weight of sedans (motor cars) could be approximated by Wet) = 6t²_240€ +4800 (5≤ t ≤27) where this year of manufacture (t=0 represents 1970) and Wis the average weight in pounds. d). w Use this model to determine in what year Seclans were the lightest What was their average weight in that year? b) Show, with the help of the Intermediate Value Theorem (IVT), that the average weight of seclans were 2551-5 between t = 16 and t=26 C) Apply 4 iterations of the Secant method, taking 디 initial approximations t₁ = 16 and ta=26, to approxi- mate the value of t at which WCH) was 2551.50 Tabulate your iterations like in the lecture notes.
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