Find the Continuous Function and Particular Integral for the given differential equation. \((2x+3)\frac{dy}{dx}-3y=8x\)
Posted: Thu Jul 14, 2022 9:29 am
a) \(c_1(2x+3)^\frac{5}{2}, -4(2x+3)-4\)
b) \(c_1(2x+3)^\frac{3}{2}, -2(2x+3)-4\)
c) \(c_1(2x+3)^\frac{3}{2}, -4(2x+3)-4\)
d) \(c_1(2x+3)^\frac{3}{2}, -4(2x+3)-4\)
b) \(c_1(2x+3)^\frac{3}{2}, -2(2x+3)-4\)
c) \(c_1(2x+3)^\frac{3}{2}, -4(2x+3)-4\)
d) \(c_1(2x+3)^\frac{3}{2}, -4(2x+3)-4\)