Answered: b) Golve: 4x°y*+4x°4- sx y' + 24=… | bartleby

Algebra & Trigonometry with Analytic Geometry

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter7: Analytic Trigonometry

Section7.2: Trigonometric Equations

Problem 27E

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answer letter b

3) 0) Solve:' 4x3y) + 4x*y (2)- sx y'+2y=D0
on Co,00)
b) Golve: 4x°y+4x*y_ sx yʻ + 24= 660x²+3x + 1 on co,00)
3C9)
using
the Method of Uaniation of Parameters.

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3) 0) Solve:' 4x3y) + 4x*y (2)- sx y'+2y=D0 on Co,00) b) Golve: 4x°y+4x*y_ sx yʻ + 24= 660x²+3x + 1 on co,00) 3C9) using the Method of Uaniation of Parameters.
Q4) Find the complete solution of the following equations: (15) b) a) y" +3y' = sin x + 2 cos x (D¹+2D³-3D² - 4D + 4) y = ex -2-3 +4+4 1+2-3-4+4
FCx): 2x-5xナ3 find f'co).
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4
Solve y”+9y = 2sec(3x) using themethod of variation of parameters. Show allsupport work.
Solve the equation xydx - (x + 2y)2dy = 0 A exy = c y³ (xy) B exy = cy³ (x-y) c) exy = c y³ (x+y) D exy = cy* (x-y)
Eliminate the arbitrary constants A and B in the equation y = Acos5x + Bsin5x. O A. y" - 25y = 0 O B. y" + 25y = 0 O C. y" - 5y' + 25 = 0 O D.y" + 5y' - 25y = 0
Differentiate. 1) f(x) = 4x² - 5x+4 A) f'(x) = 4x - 5 2) y = (2x² + 3x)² A) C) A) 4) y = dx dy dx 3) y=-6√√x dy 3 dx √√x X = 8x3 + 18x² + 9x 7 x 8 dy = 16x3 + 36x² + 18x B) f'(x) = 4x2 - 5 7 1 x2 8 B) B) dy dx 1 -² 8 = -7x- C) f'(x) = 8x - 5 B) dx = 8x³ + 18x² + 18x D) dx = 16x³ + 18x² + 18x C) dx = 3√x 7 9--22 D) f'(x) = 8x2-5 8 D) 6 7 D) dx=-12-1 x² 8 1) 2) 3) 4)
The equation (tan²x+3y²) sec²xdx + (3tan²x + y²)dy = 0 can be solved by A DE with Integrable Combination B Nonexact DE C Bernoulli's Equation (D) Substitution
the roots of the linear equation 3 fcx) = x ³ + x² 100 fall within the Period [1,2] 4) True (2) Erorr
Zeros of the equation

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