Applying variation of parameters to the DE: y+y tan x, we get the following system of equations: u cos x + u, sin x = 0 -u, sin x + u, cos x tan x What are u1 and u2? (u1 and u2 are functions of x.) O u1 = sin z- In(tan r + sec z); u2 = - cos a O u =-sec r tan r; u2 = In cos r sin? 2 u1 = cos x tan x; u2 = Cos x O uj = – sec x + cos r; u2 In tan x

Calculus: Early Transcendentals
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ISBN:9781285741550
Author:James Stewart
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Chapter1: Functions And Models
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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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Applying variation of parameters to the DE: y+y tan x, we get the following system of
equations:
u cos x + u, sin x = 0
-u, sin x + u, cos x = tan x
What are u1 and u2? (u1 and u2 are functions of x.)
O u1 = sin x- In(tan r + sec x); u2 =– cos x
O u =-sec r tan r; u2 = In cos x
sin a
u1 = cos x tan x; u2 =
Cos x
O uj = - sec x + cOS 2; U2
In tan r
Transcribed Image Text:Applying variation of parameters to the DE: y+y tan x, we get the following system of equations: u cos x + u, sin x = 0 -u, sin x + u, cos x = tan x What are u1 and u2? (u1 and u2 are functions of x.) O u1 = sin x- In(tan r + sec x); u2 =– cos x O u =-sec r tan r; u2 = In cos x sin a u1 = cos x tan x; u2 = Cos x O uj = - sec x + cOS 2; U2 In tan r
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