2. For the parametric equation shown below, determine the value of (dy/dx) and (d²y/dx²). X = 3t? – 4t + 2 a. when x = 1 and y = – 4 y =t - 2t? + 2t –5

Algebra & Trigonometry with Analytic Geometry
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ISBN:9781133382119
Author:Swokowski
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Chapter11: Topics From Analytic Geometry
Section: Chapter Questions
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2. For the parametric equation shown below, determine the value of (dy/dx) and (d?y/dx²).
X = 3t? – 4t +2
-
а.
when x = 1 and y = – 4
y = t' – 2t? + 2t – 5
X = a sin0+b cos 0
b.
y = a cos0-bsin0
when 0 = 90°
%3D
Transcribed Image Text:2. For the parametric equation shown below, determine the value of (dy/dx) and (d?y/dx²). X = 3t? – 4t +2 - а. when x = 1 and y = – 4 y = t' – 2t? + 2t – 5 X = a sin0+b cos 0 b. y = a cos0-bsin0 when 0 = 90° %3D
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