← + Ⓒ Screenshot (1909).png + New ▶ My Drive ▶ Co Computers Shared with me Recent Starred Trash Storage GB of 15 GB used Buy storage Q Search in Drive Shared with me > 2011- Files Find the Wronskian of two the functions y₁ = cos41_g(t) = e' cos(t). t²y" -t(t-2)y + (t−6)y= g(t) Open with = Screenshot (1908).png NOTE: Use e as a constant. W(f.g)(t) If the Wronskian W of f and g is t²e¹t, and if f(t) = t, find g(t). NOTE: Use c as an arbitrary constant. Enter an exact answer. Screenshot (1907).png 32 + NOTE: Your answer must be simplified. 2+ Find the Wronskian of the functi If the Wronskian W off and NOTE: Use e as an arbitrary const Screenshot (1906).png D Name↓ (1909).png O :

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.6: Exponential And Logarithmic Equations
Problem 64E
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Find the Wronskian of two the functions y₁
t²y" – t(t − 2)y' + (t− 6) y =
Open with
g(t) =
Screenshot (1908).png
cos41
NOTE: Use e as a constant.
W(f.g)(t)=
If the Wronskian W of f and g is t²e¹t, and if f(t) = t, find g(t).
NOTE: Use c as an arbitrary constant. Enter an exact answer.
Screenshot (1907).png
+
G
Screenshot (1906).png
I
:
Name
Find the Wronskian of the functi If the Wronskian W off and
g(t) = e' cos(t).
NOTE: Use e as an arbitrary const
NOTE: Your answer must be simplified.
+
(1909).png
B
A :
+
>
Transcribed Image Text:← + Ⓒ B Screenshot (1909).png + New < My Drive Computers Shared with me Recent Starred Trash Storage 8 GB of 15 GB used Buy storage Q Search in Drive Shared with me > 2011- Files Find the Wronskian of two the functions y₁ t²y" – t(t − 2)y' + (t− 6) y = Open with g(t) = Screenshot (1908).png cos41 NOTE: Use e as a constant. W(f.g)(t)= If the Wronskian W of f and g is t²e¹t, and if f(t) = t, find g(t). NOTE: Use c as an arbitrary constant. Enter an exact answer. Screenshot (1907).png + G Screenshot (1906).png I : Name Find the Wronskian of the functi If the Wronskian W off and g(t) = e' cos(t). NOTE: Use e as an arbitrary const NOTE: Your answer must be simplified. + (1909).png B A : + >
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