{12x(x-1)}/22
{6(x-1)}/11
{x^2-5x+6}/{(x+3)(x-3)}
{(x-2)}/{(x+3)};x\ne -3,3
{(x-4)^2}/{x^2-16}
{(x-4)}/{(x+4)};x\ne 4
What is the formula for Difference Of Perfect Squares?
a^2-b^2=(a+b)(a-b)
{5x^2(x-5)}/{15x(x+5)}
{x(x-5)}/{3(x+5)}x\ne 0,-5
{x^2-18x-81}/{x^2-8x-9}
{(x-9)}/{(x+1)};x\ne -9,1
{(x-3)(x+4)}/{6x^2-54}
{(x+4)}/{6(x+3)};x\ne-3,3
{3x^2+18x+24}/{x^2-16}
{3(x+2)}/{(x-4)};xne-4,4
{6ay^3(x-15)}/{4a^2y^3(x+15)(x-1)}
{3(x-15)}/{2a(x+15)(x-1)};x\ne 1,-15
{2x^2-8x+8}/{x^2+10x-12}
{2(x+2)}/{(x+6)};x\ne -6,2
{9x^2-4a^4}/{(9x-4a^2)(3x-2a^2)}
{(3x+2a^2)}/{(9x-4a^2)} ; xne4/9a^2,2/3a^2
{2(x-3)(x+1)}/{(13x+7)+3(x+1)}
{(x-3)(x+1)}/{8x+5};xne-5/8
{25axz^8(x-12)}/{35a^2xz^3(x+9)}
{5z^5(x-12)}/{7a(x+9)};x\ne 0,-9
{9x^2-18x-27}/{4x^2+12x-72}
{9(x+1)}/{4(x+6)};x\ne 3,-6
{125x^3-45x}/{20(5x+5)(5x-3)}
{x(5x+3)}/{4(x+5)};xne-1,3/5
xne?
{x+1}/{x^2-7x+6}
xne1,6