General solution of differential equation y '= ycosx

y'=ycosx
Y is not equal to 0, y '/ y = cosx
Two sided integral ln y '= SiN x
==>y=e^（sin x）

RELATED INFORMATIONS

1. Y '' - (TaNx) y '+ 2Y = 0 Without the first question, there is a special solution y = sin X.
2. General solution of differential equation y '+ cosx = 0
3. The general solution of the equation y '- 4Y = 0 is to find the concrete process Which is the fourth derivative of Y, not y? Ha, I hope you don't tell me that the answer is 0. ha-ha
4. 1. Find the general solution of the equation y '' * (1 + y ^ 2) = 2Y * y '^ 2. Find the general solution of the equation y ^ 3 * y' '+ 1 = 0
5. Find the general solution of differential equation √ (1 + x ^ 2) * sin (2Y) * y '= 2x * sin (y) ^ 2 + e ^ (2 √ (1 + x ^ 2))
6. If y = 1, y = x, y = x ^ 2 are known to be three solutions of a second order non-homogeneous linear differential equation, then the general solution of the equation is______ Just understand the principle,
7. The general solution of Y '' = SiNx
8. The general solution of Y '' - y = SiNx
9. Finding the general solution of Y ^ n = x-sinx
10. Using Rolle's theorem to prove that the equation x ^ 3-3x + 1 = 0 has and only has one real root in (0,1) You have to use rolle
11. The general solution of the differential equation y '+ ycosx = 0 is?
12. Find the general solution of the differential equation y ′ + ycosx = (LNX) e-sinx
13. For the general solution of the differential equation y '+ ycosx = e ^ (- SiNx), please help me. Thank you here
14. General solution of differential equation y '- 2Y' + y = SiNx + X (e ^ x) RT
15. It is proved that the equation x * 2x = 1 has at least one positive root of Xiaoyu 1
16. How to solve the equation 2x & # 179; - 2x & # 178; + 1 = 0?
17. Ask a mathematical equation: X & # 179; - 2 √ 2x & # 178; + 2x - &# 141; √ 2-1 = 0 I haven't studied the cubic equation of one variable. It's a problem in the eighth grade mathematics 1. Replace √ 2 with y to make the original equation XY & # 178; - (2x & # 178; + 1) y + (X & # 179; + 1) = 0 (1) Solving the equation about y (2) From the expression of the root of the equation about y in one, and then replace y with √ 2, we get the equation about X, and then solve the two equations (3) Write the roots of the original equation (i.e. the above two roots of the X equation) Not many points, satisfied with the answer to add 50~ Please help me a lot~
18. It is proved that the equation x & # 179; - 2x & # 178; - X-1 = 0 has at least one real root in the closed interval [0,2] This is... Not allowed to stay... Remember to send 962024851, this is it. It is proved that the equation x & # 179; - 2x & # 178; + X-1 = 0 has at least one real root in the closed interval [0,2]
19. 2. Prove that the equation x ^ 5-2x ^ 2 = 1 has at least one root between 1 and 2
20. It is proved that when x →∞, ∫ [0, x] e ∧ (x ∧ 2) DX ~ 1 / (2x) e ∧ (x ∧ 2)