Q2 Given the linear differential equation, dy / dx + 4 sec2 (4x)y = sin (-2x), w
ID: 3139310 • Letter: Q
Question
Q2
Given the linear differential equation, dy / dx + 4 sec2 (4x)y = sin (-2x), with y = 6 when x = 0, find the simplest integrating factor. The simplest integrating factor is . A first order linear differential equation has standard form dy / dx + f(x) middot y = g(x). Given the linear differential equation, dy / dx + 1 / (x+ 8)2 y + 2 cos (5x) = 0, identify f(x), g(x) from the standard form of the equation and answer the multiple choice question. f(x) = g(x)= Which of the following would you use in determining the integrating factor? y 2 cos (5x) -y dy / dx -1 / (x + 8)2 1Explanation / Answer
B , E
Related Questions
Navigate
Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.