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cos(pi/4) = 0
(tan(x))^5
3;20;13;4
(-1/2)*m = 6
3-((1/5)*(-4*x-15)) = 0
| 12r^2+44r+24=0 | | y=7+6e^5x | | -19x-1=-12x+13 | | 2c+12=68 | | 4+2c=8 | | -2(-1)-3y=18 | | 32-2x=7x+5 | | 5x^2+8x+4=125 | | 1.5d=7.5 | | 4x+2(x+1)= | | log[2](5x+14)=2 | | 13=x/3_8 | | -2(-2)-3y=18 | | -1/2m=6 | | -3r-4=56+9r | | (3x^2+20)(3x^2+4x-5)= | | 9=2t+1 | | 3-1/5(-4x-15) | | x^2-10x+49=4x+1 | | -16t^2+30t+6=25 | | -33-63= | | X=x+2x+3x+4x+5x | | -1/3x=7 | | 4sin^2-2sin-3=0 | | 90=b+1.5 | | 109(x-5)=-80 | | 5(5x)=37(2x+1) | | 92=4(m+5) | | -4(2)+6y=-36 | | 2y^2-34y+144=0 | | 2n^2-22n+48=0 | | -2x-13=10x-121 |