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(sin(x))^36
(x^-5)/4
168/35
3 = 3/4
(ln(1))^2
| 5x-11=3x-13 | | x^2+1x-14=0 | | 5-11x=3-13x | | -x^7y^2(6x^5z^3-3y^9+8z^8)= | | -3z-24+4=-8 | | 5+11x=3+13x | | 9x-24=x+16 | | (6x^7)(2x^3)= | | (2x)(3)= | | 20-3t=20 | | 6x^8(x^3+7)= | | 18-6x=x+27 | | (x^5)-(14x^4)+(4x^3)=0 | | -1-7x=17 | | -1-7x=17x | | (7x^9y^3z^5)(8x^6z^4)= | | 22+(x+3)=3x | | -1-x=7x+17 | | 1-x=7x+17 | | 7p-6=6p+45 | | 10+9x=20+7x | | (4x^3y^9z^7)(9x^3z^6)= | | 7z+21= | | 10y-4=9y+3 | | 2x^2+6x+9=485 | | 2x^2+6+9=485 | | (3x-2)=(2x+4) | | 10+7x=20+7x | | 24a^2=768 | | 10+7x=18+5x | | 3s^2+20s=180 | | 3s^2+20s=18 |