题目
方程(dy)/(dx) = e^x-2y的通解是().A. e^2y = Ce^xB. e^2y = 2Ce^xC. e^2y = 2e^x + CD. y = 2x + C
方程$\frac{dy}{dx} = e^{x-2y}$的通解是().
A. $e^{2y} = Ce^x$
B. $e^{2y} = 2Ce^x$
C. $e^{2y} = 2e^x + C$
D. $y = 2x + C$
题目解答
答案
C. $e^{2y} = 2e^x + C$
A. $e^{2y} = Ce^x$
B. $e^{2y} = 2Ce^x$
C. $e^{2y} = 2e^x + C$
D. $y = 2x + C$