Y=(sin2x)/(cosx)-3cos(2x)

Simple and best practice solution for Y=(sin2x)/(cosx)-3cos(2x) equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If it's not what You are looking for type in the equation solver your own equation and let us solve it.

Solution for Y=(sin2x)/(cosx)-3cos(2x) equation:


6/x = 60/70

7-((1/4)*c) = 6

(3^3)/1 = 0

(6*x)/2 = 2*(5*x-3)

4;9;2;3;4;4

See similar equations:

| (D^3+4D^2+6D+4)=x-sinx | | 5x+4=(x+5) | | (D^3+4D^2+6)=0 | | 3sin^2x-cosx=2 | | 5x+75=8x+40x-40 | | 6/x=60/70 | | 7-1/4c=6 | | (D^3-4D^2+D+6)=0 | | 3^3/1 | | -8(-1-2r)=104 | | 4(z-4)-3z= | | (x+2)(-3)=0 | | 4(4)-3=13 | | 3x+1=0.5x+10 | | 8(x-3)+1= | | dx+35=64 | | -9f=-45 | | X+25=53 | | 7(n+4)-5n=-6(n-6) | | x+4=-10x-6 | | 6x/2=2(5x-3) | | 8x^2-115x-115=0 | | -6(5r-7)=19-7r | | -35x^5-5x^4=0 | | 35x^5-5x^4=0 | | 4sinx^2-9sinx-9=0 | | 10-x(x+2)=14-x^2 | | (3x^2*y^2)dx+(2x^3*y+x^3*y^4)dy=0 | | x^2+2y^2-4x+12y-18=0 | | 60=54 | | D-1.3=7.9 | | w-18.84=12.84 |

Equations solver categories