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6*x*ln(x^-1)
5*x^2 = (5/7)*x
x*e^(17*x)
6*pi^5
cos(i/4)
| 5-6(2-4x)=0 | | (2u^2-5u+6)+(-3u^2+7u+1)= | | (144-x^2)=0 | | 3(4c+3)= | | .25(x-3)=3x-2.75-3 | | -x(y-3x)=0 | | 4-2(9x+7)=3 | | log_100(x)=1/2 | | x-126=1570 | | p+q=11 | | H=-16t^2+113+0 | | H=-16t^2+113 | | 6(w+8)=5w+37 | | g(x)=x+5 | | 2cos(x)-2sin(x)=0 | | fx=2x-4 | | 2(3c+1)=20 | | 5x-2x=6-3 | | 2cos(x)=2sin(x) | | -7x+6(7x-17)=108 | | (5+2)-3(4-7)+3+(-4)= | | f(3)=(12/3)^2-18 | | 8+5u=-27 | | 5x^2=5/7x | | 1-2(x-3)=6x | | 3c-5=1c+2 | | 20x^3+4x^2-5x-3=0 | | y+0.34y= | | 4x(x-2)(3x+5)=0 | | x+2=y-3 | | 15x-5=13x+7 | | 4x+30=34 |