. Edgar the engineer uses many complicated equations in his work. Before doing lengthy and timeconsuming calculations he often uses a linear approximation to investigate the problem. Edgar'scurrent project requires the error in making this approximation to be less than 1 to provide validresults. In this instance, Edgar is working with the functionh(x) := 100 + 3x sinLet P(x) be the linear approximation of h(x) at x = 3.(a) Find P(x). Show full working.(b) To check the accuracy of Edgar's approximation, divide the interval [-0.2, 6.6] into halves toobtain 3 x-values (including the end points). Create an Excel spreadsheet called Values andenteryour name, Student ID and question number, then repeat the process from question 2(a).(c) Copy and paste the cells from the Values sheet into a new spreadsheet and name it Formulas.Convert this sheet so that it displays as formulas (as in question 2) ensuring that the columns arewide enough to display the formulas fully. Submit screenshots of both the Values and Formulasspreadsheets as part of your assignment. Please ensure that each sheet fits onto a single page.(d) Now use the Desmos graphics calculator to display the graphs of y = h(x) and y = P(x). IncludeDESMOS labels showing the points (x, h(x)) for the 3 equally-spaced x-values considered inthe spreadsheet in Question 3(b). Submit a screenshot of your Desmos graph (including theformulas) as part of your assignment. (e) Briefly comment (two or three sentences) on what conclusion (if any) can be made by looking atthe spreadsheet in Question 3(b) and Desmos graph in Question 3 (d) about whether or not theerror meets Edgar's requirement to use the linear approximation.

Hey, since there are multiple subparts posted, we will answer the first subpart as in b it asks to…

Edgar the engineer uses many complicated equations in his work. Before doing lengthy and time consuming calculations he often uses a linear approximation to investigate the problem. Edgar's current project requires the error in making this approximation to be less than 1 to provide valid results. In this instance, Edgar is working with the function h(x) = 100 + 3x sin 18 Let P(x) be the linear approximation of h(x) at x = 3. (a) Find P(x). Show full working.

Edgar the engineer uses many complicated equations in his work. Before doing lengthy and time consuming calculations he often uses a linear approximation to investigate the problem. Edgar's current project requires the error in making this approximation to be less than 1 to provide valid results. In this instance, Edgar is working with the function h(x) = 100 + 3x sin 18 Let P(x) be the linear approximation of h(x) at x = 3. (a) Find P(x). Show full working.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter7: Analytic Trigonometry

Section7.6: The Inverse Trigonometric Functions

Problem 94E

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