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sin(x)
((x-1)*(x^2-1))/(x+1) = 0;x
x
1;5;1;7;0;0
x^3+x^2-7*x+5;x-1
5*x+y+2;-3*x-(2*y)-4
| (2x-9)+25=180 | | -12x=-3+x | | xsquared-10x-11=-7x-1 | | 4.5+x=9.5 | | 6y+3y+2= | | 0.09xX=60.66 | | 3+3(6u-6)=-3(2u-1)+8u | | 10x-15=6x-4 | | 4/5=x/56 | | 10y+70=2y+16+7 | | 13-3x=15x+4 | | 0.09xX=79.99 | | 7(3n+4)=8(9n+4)+1 | | 0.5x+0.4=0.7x-0.8 | | 3c-11=2 | | 25x-7-13x=3(4x-3)+2 | | (4x+5)-(1-9)=15 | | 11Q-18=15 | | sin(3x)+sin(7x)=5sin(5x) | | 1/3=x/6=x/9 | | 6(x+19)-4(x+7)+6(10-x)=-22-x | | =11.27v | | 7=4x+rx+6 | | (4x-5)-(1-9)=15 | | 16-4y=40 | | 5x-a=2x-b | | 6(5x+6)=5(3x-6) | | 5v^2-30v+4= | | -8[x+1]=4[x-11] | | 40xwhat=2000 | | 4.12=70.04 | | 3(f-10)=-42 |