What is the solution of the differentialequationy" – 8y' + 25y = 36e**4x--4xy = Cje* cos3x + C2e4x sin3x + 0.25et*4хy = Cje** cos3x + C2e** sin3x – 4e*x4xy = Cje** cos3x + C2e** sin3x + 4e**y = Cje cos3x + C2e-4x-4x sin3x + 4e**y = Cje**cos3x + C2e+* sin3x – 0.25e-

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Answered: What is the solution of the…

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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The differential equation obtained by eliminating the arbitrary constants A and B from the relation y = Aez + Ber is = O "- 40y + 13y =0 O " - 13y + 40y =0 O "+ 40y - 13y =0 O '+ 13y - 40y = 0 O O D
The solution of the following non exact differential equation (cos x) dx + (1 + ² sin x)dy = 0 is: O y^(3) sinx+[y^(3)/3]=C O y^(2) sinx+2y=C O None of the above O y^(2) sinx+[y^(3)/3]=C
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What is the solution of the differential equation y' + 6y + 25y = 64e-3 ? O y = Ce-3a cos4x + C2e-3 sin4x - 4e 30 O y = Cie-3 cos4x + C2e3 sin4x 0.25e-3 -3.7 Oy = Cie 3 cos4x + C2e-3 sin4x + 0.25e 3 y = C1e-3 cos4x + C2e 3 sin4x + 4e-3 %3D O y = Cie3 cos4x + C2e3 sin4x - 4e-3 %3D O y = C1e3 cos4x + C2e3 sin4x - 0.25e 3 O y = Cie3 cos4x + C2e3 sin4x + 0.25e 3 O y = C1e3 cos4x + C2e3 sin4x + 4e-3z %3D
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The complementary function(C.F.) of the differential equation(D – 6)²(D+5)y= 6x is_ O (c1 + c2x)eôz + c3e5z O (c1 + c2x)e6z + c3e¯ O (c1 + c2x)e-6z + c3e5z O (c1 + c2x)e-6x + c3e¬5z
The solution of the Ordinary Differential Equation 2y" + 2y +y = 0 is: O e(-t/2) (o_1 cos(t/3) +c_2 sin(t/3)) KO None of these O e (t/2) (c_1 cos(t/2) +c_2 sin(1/2)) KD e(-1/2) (c_1 cos(t/2) -c_2 sin(t/2))

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What is the solution of the differential equation y" – 8y' + 25y = 36e* -4x -4x y = Cje* cos3x + C2e¬4* sin3x + 0.25 4x y = Cje** cos3x + C2e* sin3x – 4e* y = Cje** cos3x + C2e** sin3x + 4e*- y = Cje¬* cos3x + C2e¬4x sin3x + 4e sin3x +4e

What is the solution of the differential equation y" – 8y' + 25y = 36e* -4x -4x y = Cje* cos3x + C2e¬4* sin3x + 0.25 4x y = Cje** cos3x + C2e* sin3x – 4e* y = Cje cos3x + C2e sin3x + 4e- y = Cje¬ cos3x + C2e¬4x sin3x + 4e sin3x +4e