Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN: 9781285741550
Author: James Stewart
Publisher: Cengage Learning
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Question
dy
(a)
Given 4 sin 3x + 2exy = (2x + y)³, find
dx
(b)
Given a particle moving along the curve r = 4t² i +2.37S cos 3t j + 2t e³¹ k.
Find the velocity, speed and acceleration in radians at time t = 1.287R.
For this question, you are required to determine the values of R in t and S in r by
using the last two (2) digits of your student ID.
Example 1: SUKD1234567, R = 6 and S = 7, your t = 1.2876 and
r = 4t² i +2.377 cos 3t j + 2t e ³¹ k.
Example 2: SUKD1234508, R = 0 and S = 8, your t = 1.2870 and
r = 4t² i +2.378 cos 3t j +2t e ³¹ k.
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Transcribed Image Text:dy (a) Given 4 sin 3x + 2exy = (2x + y)³, find dx (b) Given a particle moving along the curve r = 4t² i +2.37S cos 3t j + 2t e³¹ k. Find the velocity, speed and acceleration in radians at time t = 1.287R. For this question, you are required to determine the values of R in t and S in r by using the last two (2) digits of your student ID. Example 1: SUKD1234567, R = 6 and S = 7, your t = 1.2876 and r = 4t² i +2.377 cos 3t j + 2t e ³¹ k. Example 2: SUKD1234508, R = 0 and S = 8, your t = 1.2870 and r = 4t² i +2.378 cos 3t j +2t e ³¹ k.
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