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e^10*x*x^4
x*e^y
(sin(x))^3
x^4+x^3+2*x^2+x+1;x^2+1
(2*x-x^2)^(1/2)
| -2cos^2x=3cosx+1 | | 3x-8=3(7)-8 | | y=2x*-2+4 | | -12-9=27 | | 50+5x=30+4x | | 31=-4x+30 | | sin^2(x)-6sin(x)-1=0 | | y=.25x-77 | | 50-5x+30-4x= | | c/7-3 | | Q=3h+3b | | 5000+7b=1 | | b/-4-2=8 | | 1.5x^2-7x+6=0 | | 16p+8=3(8p+4) | | u/5-3=u/4 | | 12=15(9)+5 | | X^3-x^2+3x+5=0 | | mx-m^2-1=x-2m | | X^2-6x+y^2-10y+25=0 | | 2.14+7n=14n+28 | | 4.9x^2=120 | | 10/11x-3/11=6 | | .45=x-145/90 | | 4x-3x=98 | | 7x(-6-2x)=3 | | 6q^2-24q=0 | | 5t=10-4-2t | | 14=-9n+5 | | 12x=7x-60 | | X+4x+2x+8-12=180 | | sin^3-4sinx=0 |