Determine the position vector, r(1), at time 1 for a particle moving in 3-space and having acceleration t a(t) -4 k when its initial velocity and position are given by v (0) i+j- 4k, r(0) 3i+2j respectively. 1. г(1) = 3i – 4j+ 6k | 2. r(1) 3і+4j- 6k 3. г(1) 3i+ 4j+ 6 k 4. г(1) = 4i- 3j+6k

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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5. r(1) — 4i — 3ј - 6k
6. r(1)
4i+ 3j – 6 k
|
Transcribed Image Text:5. r(1) — 4i — 3ј - 6k 6. r(1) 4i+ 3j – 6 k |
Determine the position vector, r(1), at time
t = 1 for a particle moving in 3-space and
having acceleration
a(t)
-4 k
when its initial velocity and position are given
by
(0)A
v (0) = i+j– 4k,
respectively.
3i+2j
1. г(1)
= 3i – 4j+ 6k
|
2. г(1)
3і+4j- 6k
3. г(1)
3i+ 4j+ 6 k
4. r(1)
= 4i- 3j+6k
Transcribed Image Text:Determine the position vector, r(1), at time t = 1 for a particle moving in 3-space and having acceleration a(t) -4 k when its initial velocity and position are given by (0)A v (0) = i+j– 4k, respectively. 3i+2j 1. г(1) = 3i – 4j+ 6k | 2. г(1) 3і+4j- 6k 3. г(1) 3i+ 4j+ 6 k 4. r(1) = 4i- 3j+6k
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