The solution of variable separable differential equation -1+y* is %3D dx 1+x² a) tan y =tan x+c b) tany = cosx+c cosy = tan-x+c -1 c) d) tan y = sin-x+c %3D %3D O a) O d) O b)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.3: Geometric Sequences
Problem 44E
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For what value of the geometric series22"x" is convergent
n-0
a)
-1< x<1
b)
X<
c)
d) none of these
O b)
O a)
The solution of variable separable differential equation
dy 1+ y²
is
dx 1+x?
-1
a)
tany =tan x+c
b)
tany
' = cos
sx+c
cosy = tanx+c
-1
c)
(p
tan y = sinx+c
O a)
O d)
O b)
Transcribed Image Text:For what value of the geometric series22"x" is convergent n-0 a) -1< x<1 b) X< c) d) none of these O b) O a) The solution of variable separable differential equation dy 1+ y² is dx 1+x? -1 a) tany =tan x+c b) tany ' = cos sx+c cosy = tanx+c -1 c) (p tan y = sinx+c O a) O d) O b)
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