Solve y (kx √√3) dx + (√3 − kx) dy O a. 2kx + 4√/31n|kx √3- O b. 2kx + 4√3ln|kx c. 2kx + 4√3 ln | kx - 2k In|y| √3 - 2k In ly √3+2k In y yz (kx + k sin (kz²) = C k sin (kz²) = C k sin (kz²) = C √3) cos (kz²) dz = 0
Solve y (kx √√3) dx + (√3 − kx) dy O a. 2kx + 4√/31n|kx √3- O b. 2kx + 4√3ln|kx c. 2kx + 4√3 ln | kx - 2k In|y| √3 - 2k In ly √3+2k In y yz (kx + k sin (kz²) = C k sin (kz²) = C k sin (kz²) = C √3) cos (kz²) dz = 0
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 68E
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Solve the differential equation using the separation of variables. Provide a complete solution. Use a handwritten and step-by-step calculation without the use of calculator. Explain the process and simplify your answer.
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