Given that y= is a one parameter family of solutions of y' = y- y2. Then the solution to the following initlal value problem (IVP) y =y-y2, v(0) = 9 is 1+ Ce O A ア= 1-9e* 1 OB 1 ソ= -8/9e-1 OC 1 ソ= 1+9e OD. ソ= 16e*+1 O E ソ= -8/9e +1 1

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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Given that y= 1/1+Ce^-x is a one parameter family of solutions of y'=y-y^2 then the solution to the following initial value problem (IVP) y'=y-y^2,y(0)=9 is

1
Given that y=
xis a one parameter family of solutions of y'=y-y2. Then the solution to the following initlal value problem (IVP) y =y-y2, y(0) = 9 is
1+ Ce
OA.
1
y%3D
1-9e
OB
%3D
-8/9e-1
-
Oc.
1
y%3D
1+9e*
OD.
y%3D
1
16*+1
OE
y%3=
-8/9e +1
1
Transcribed Image Text:1 Given that y= xis a one parameter family of solutions of y'=y-y2. Then the solution to the following initlal value problem (IVP) y =y-y2, y(0) = 9 is 1+ Ce OA. 1 y%3D 1-9e OB %3D -8/9e-1 - Oc. 1 y%3D 1+9e* OD. y%3D 1 16*+1 OE y%3= -8/9e +1 1
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