1- Find the average rate of change for y == Xo = 1 X1 = 2 2- Find the instantaneous rare of change for the above function at x = 3 3- Show that the function y = x + 3x + 3 satisfy the y + xy" - 2y = 0

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.7: More On Inequalities
Problem 44E
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pdf.3-al9
1- Find the average rate of change for y == xo = 1
X1 = 2
2- Find the instantaneous rare of change for the above function at
x = 3
3- Show that the function y = x3 + 3x + 3 satisfy the y= + xy -
2y = 0
4- Find dy/dx for:
a- y = sec?x - tan?x
b- y = sec G- x)
c- y = sin(tan(3x))
d- y = 1+ sin (x5)
e- y = 2(Vx - 1)
f- y = cos {sin(2x*)}
5-Find the equation of the tangent to the function y = sin x at x = n/4
6- Show that y = xsinx is a solution to y= + y = 2cosx
Transcribed Image Text:pdf.3-al9 1- Find the average rate of change for y == xo = 1 X1 = 2 2- Find the instantaneous rare of change for the above function at x = 3 3- Show that the function y = x3 + 3x + 3 satisfy the y= + xy - 2y = 0 4- Find dy/dx for: a- y = sec?x - tan?x b- y = sec G- x) c- y = sin(tan(3x)) d- y = 1+ sin (x5) e- y = 2(Vx - 1) f- y = cos {sin(2x*)} 5-Find the equation of the tangent to the function y = sin x at x = n/4 6- Show that y = xsinx is a solution to y= + y = 2cosx
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