(sin^2x-cos^2X)/(sin^2x-sinx*cosx)

Simple and best practice solution for (sin^2x-cos^2X)/(sin^2x-sinx*cosx) 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 (sin^2x-cos^2X)/(sin^2x-sinx*cosx) equation:


125.6;0.7

(sin(15))^2-(cos(15))^2 = 0

15.77;8.009

8004;2356

9.08;4.16

See similar equations:

| 5.833333333x+x^2=0.25 | | Ln(5x)=2.4 | | 11x-26=4x+2 | | 16x-4+6x+8=90 | | 11x=5x+270 | | B*3/20=b/3 | | 1.2x+1.8=-17.2+3.1x | | sin(6x)*sin(x)= | | tan(5y-4)=-7 | | 17=b/2 | | 7(10x/7) | | x^2+26+43=0 | | -x^2+152x=0 | | 4(2x-11)=12 | | 12-x/214 | | 2x^3+x^2-54x+72=0 | | 3=b-4 | | (8x-x)-y= | | 8r-(5r+12)=15 | | (8x-8x)-y= | | Ln(x-1)-ln(5)=ln(14) | | y^2+12y+5=0 | | 36a-4=0 | | 10y=9x-10 | | 50=1x+1y | | -4x-10y=18 | | r-4(3r+2)r=7 | | 4^/4^-4 | | d/q-a/q=1 | | 6x(-11-2x)=4x-3 | | 19=x+17 | | y^2+50-81=0 |

Equations solver categories