参数划分是指 An object is moving in space with an acceleration a(t) = -t i+3j+ (t – 3) k. Find the velocity vector v(t) and position vector r(t) of the object at any time t if at time t = 0, the object is at the point (0, 2. 1) and it has the velocity v(0) = i - j+ 2k. %3D 极性问题是 吁是和否的问 please ignore the background text Bartleby and solve black part only

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section: Chapter Questions
Problem 18T
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An object is moving in space with an acceleration
参数划分是指对负极
a(t) = -t i+3j+ (t – 3) k.
Find the velocity vector v(t) and position vector r(t) of the object at
any time t if at time t = 0, the object is at the point (0, 2. 1) and it has
the velocity v(0) = i- j+ 2k.
问题的
极性问题是预期答享
于是和否的问题(因此
它们也称为是-否问
please ignore the background text Bartleby and solve black part only
极性问题可以是肯定的或否定的。
否定问题是非中性或有偏见的问题
“提问者偏向于基于原始信念的肯
定句答案或基
Transcribed Image Text:An object is moving in space with an acceleration 参数划分是指对负极 a(t) = -t i+3j+ (t – 3) k. Find the velocity vector v(t) and position vector r(t) of the object at any time t if at time t = 0, the object is at the point (0, 2. 1) and it has the velocity v(0) = i- j+ 2k. 问题的 极性问题是预期答享 于是和否的问题(因此 它们也称为是-否问 please ignore the background text Bartleby and solve black part only 极性问题可以是肯定的或否定的。 否定问题是非中性或有偏见的问题 “提问者偏向于基于原始信念的肯 定句答案或基
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