Question Now we are going to find the approximation of √4.08 without using a calculator. We will Use the tangent line approximation (Linear Approximation). a) Graph f(x)=√x then graph the tangent line at x = 4. b) Derivative of f(x)=√√x at x = 4. Derivative: c) Tangent line equation at x = 4. d) Approximation of √4.08 using your equation above. Equation: approximation of √4.08

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
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ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
Publisher:Bruce Crauder, Benny Evans, Alan Noell
Chapter2: Graphical And Tabular Analysis
Section2.1: Tables And Trends
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Now we are going to find the approximation of √4.08 without using a
calculator. We will Use the tangent line approximation (Linear Approximation).
a) Graph f(x)=√x then graph the tangent line at x = 4.
b) Derivative of f(x)=√x at x = 4.
Derivative:
Tangent line equation at x = 4.
d) Approximation of √4.08 using your equation above.
Equation:
approximation of √4.08
Transcribed Image Text:Question Now we are going to find the approximation of √4.08 without using a calculator. We will Use the tangent line approximation (Linear Approximation). a) Graph f(x)=√x then graph the tangent line at x = 4. b) Derivative of f(x)=√x at x = 4. Derivative: Tangent line equation at x = 4. d) Approximation of √4.08 using your equation above. Equation: approximation of √4.08
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