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Find and dx d²y then simplify whenever possible. dx2 1) y = 3t5 – 2t , x= 4t³ |

Find and dx d²y then simplify whenever possible. dx2 1) y = 3t5 – 2t , x= 4t³ |

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.3: Hyperbolas
Problem 38E
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Question

get the second derivative of the following: 1-3

Find and then simplify whenever possible. dy d²y dx dx? 1) у %3 3t5 – 2t x = 4t³ - 2) y = t-3 – 7 , x= t² – 2t 3) у %3D 2u* + 1 x = 5u? – 5u 4) y = v2t – 5 , x = t² – 3 - 5) у %3D 2t3 – 3t x = 4t2 + 4t +1
Transcribed Image Text:Find and then simplify whenever possible. dy d²y dx dx? 1) у %3 3t5 – 2t x = 4t³ - 2) y = t-3 – 7 , x= t² – 2t 3) у %3D 2u* + 1 x = 5u? – 5u 4) y = v2t – 5 , x = t² – 3 - 5) у %3D 2t3 – 3t x = 4t2 + 4t +1
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