(cos^4x-sin^4x)/(cos^2x-sin^2x)

Simple and best practice solution for (cos^4x-sin^4x)/(cos^2x-sin^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 (cos^4x-sin^4x)/(cos^2x-sin^2x) equation:


b/2-1 = 1

3*x-(2*(x-1)) = 3

123.45;100

(tan((3*x-2)/(3*x+1)))^-1

(1/2)*(s-6) = -7

See similar equations:

| 8Y*4= | | y-14=-2x(x+3) | | 2g=-g+6 | | (6x^2)+5x+4=0 | | b/2-1=1 | | 0.6+0.18=7X | | 1.00/2.00(s-6.00)=-7.00 | | -4(x-9)=8 | | 3x^2+5x+3=3x+5 | | 5(2r+4)+6=8 | | 4y^4-12y^3-40y^2=0 | | 1.00/2.00(s-6.00)=-8.00 | | 1.00/2.00(s-6.00)=-2.00 | | 3sen(2x)=cos(x) | | .2+.12X=1.15X | | 1.00/2.00(s-6.00)=-4.00 | | 3sin(2x)=cos(x) | | S+25+6+45-5=148 | | n^3=11 | | 2/3*13 | | 3x-10=2-(x-4) | | (x+6)+(x+2)=(2x-2)+(x+4) | | 80-what+18=65 | | D=R(1+DT) | | -7+9c=8c | | 26+8y=18 | | a(n-3)+8=n | | a(n-3)+8=m | | 6[x-8]=72 | | 8x+3=(3x+3)+5x | | 5(m-4)=44 | | 6kb^6/9k^2b^5 |

Equations solver categories