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(sin(x))^2
sin(x)
6;5;1;5;0;0
x^2;x+1
535.6;52
| y+6=-3(x+3) | | 3x+10=22+6x | | 2.25r+5=13.5t+14 | | 5x-9=39-3x | | 20x=12+10x-4 | | X+5y+3z=-22 | | -2(1-6k)=-86 | | 12x+18=18-48-9x | | 4[x+6]=[4x+24] | | -x-2=3x-6 | | 5x-96=0 | | 9-2x=-4x-7 | | U=akb | | -7x+9=-6x-3 | | 18+5e-6e=20 | | 6x+2+4x=112 | | 0=3w^2-2w-65 | | log(5)10-log(5)5x=2 | | -7=x-2x+5 | | t+5=17-10t | | 9-2x+4x=112 | | 7(5m+5)=280 | | 6x+6+3x=87 | | 2x-3+5x=74 | | 5x-2=2y+3y-5 | | X+y+9z=-32 | | 7a+15b=26 | | Sinydy/DX=cosx(2cosy-sin^2x) | | -5a+8+7a=6a-2a | | =ln(19x)-ln(19x) | | 2+3b=15+8b+-8b | | ln(2x-3/5)=ln6 |