sin(x) = x x3 a) Evaluate the limit of the function your reasoning. b) Find any points on the curve given by as x approaches the point x = 0, explaining x = t¹t², y = 3t¹ - 2t³, te R where the tangent is (i) horizontal and (ii) vertical.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 38E
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Question A4
sin(x) - X
x3
a)
Evaluate the limit of the function
your reasoning.
b) Find any points on the curve given by
as x approaches the point x = 0, explaining
x = t¹t², y = 3t¹ - 2t³, te R
where the tangent is (i) horizontal and (ii) vertical.
Transcribed Image Text:Question A4 sin(x) - X x3 a) Evaluate the limit of the function your reasoning. b) Find any points on the curve given by as x approaches the point x = 0, explaining x = t¹t², y = 3t¹ - 2t³, te R where the tangent is (i) horizontal and (ii) vertical.
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