4x3 y = x", y(0) = -3 and choose the correct answer from the followir x4 +2 Solve the initial value problem y' + 2x12 + 6x8 y = 24(x4 + 2) x12 + 3x8 – 72 12(x4 + 2) 2x12 + 6x8 y = 6. 24(x4 + 2) 2x12 + 6x8 – 72 y = 24(x4 + 2) x12 y = + 3x8 12(74 1 2)

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
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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Question
4x3
-y = x', y(0) = -3 and choose the correct answer from the following options.
x4 + 2
Solve the initial value problem y' +
2x12 + 6x8
y =
24(x4 + 2)
x12 + 3x8 – 72
y =
12(x4 + 2)
2x12 + 6x8
6.
y =
24(x4 + 2)
2x12 + 6x8 – 72
24(x4 + 2)
x12 + 3x8
Y =
12(x4 + 2)
Transcribed Image Text:4x3 -y = x', y(0) = -3 and choose the correct answer from the following options. x4 + 2 Solve the initial value problem y' + 2x12 + 6x8 y = 24(x4 + 2) x12 + 3x8 – 72 y = 12(x4 + 2) 2x12 + 6x8 6. y = 24(x4 + 2) 2x12 + 6x8 – 72 24(x4 + 2) x12 + 3x8 Y = 12(x4 + 2)
Which one of the given differential equations is not separable?
O
y' = f(x)g(y)
f(y)
y'
g(æ)
f(x)
y' =
g(y)
y' = /f(x)g(y)
y' = f(x) +g(y)
Transcribed Image Text:Which one of the given differential equations is not separable? O y' = f(x)g(y) f(y) y' g(æ) f(x) y' = g(y) y' = /f(x)g(y) y' = f(x) +g(y)
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