6. Find the curvat at x = 0. 7. Find the curvature of the plane y = -- cos(r) + e uck cverune 8. Find the maximum curvature of y Inx. 9. Find the tangential component aT and normal component aN for 3ti tj + tk. r(t) 10. Let a(t) = 2t i+ ej+ cos (t) k denote the acceleration of a movi v(0) i+2j -k, find the particle's velocity v(t) at any time t. OS (a) Find the domain of f(x, y) = In(2-1) 2y. (b) Sketch the graph of f(x, y) = 6- 12. Find the limit of show it does not exists. (a) 4 Iy lim (xy)(0,0) T + ys (b) xy y lim (ry)(1,0) ( 1)2 +y2 en the arc lenath 1 for all t

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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Help with #7

6. Find the curvat
at x = 0.
7. Find the curvature of the plane y = -- cos(r) + e
uck cverune
8. Find the maximum curvature of y Inx.
9. Find the tangential component aT and normal component aN for
3ti tj + tk.
r(t)
10. Let a(t) = 2t i+ ej+ cos (t) k denote the acceleration of a movi
v(0) i+2j -k, find the particle's velocity v(t) at any time t.
OS
(a) Find the domain of f(x, y) = In(2-1)
2y.
(b) Sketch the graph of f(x, y) = 6-
12. Find the limit of show it does not exists.
(a)
4
Iy
lim
(xy)(0,0) T + ys
(b)
xy y
lim
(ry)(1,0) (
1)2 +y2
en the arc lenath
1 for all t
Transcribed Image Text:6. Find the curvat at x = 0. 7. Find the curvature of the plane y = -- cos(r) + e uck cverune 8. Find the maximum curvature of y Inx. 9. Find the tangential component aT and normal component aN for 3ti tj + tk. r(t) 10. Let a(t) = 2t i+ ej+ cos (t) k denote the acceleration of a movi v(0) i+2j -k, find the particle's velocity v(t) at any time t. OS (a) Find the domain of f(x, y) = In(2-1) 2y. (b) Sketch the graph of f(x, y) = 6- 12. Find the limit of show it does not exists. (a) 4 Iy lim (xy)(0,0) T + ys (b) xy y lim (ry)(1,0) ( 1)2 +y2 en the arc lenath 1 for all t
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