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x*e^(x*ln(sin(x)))*ln(sin(x))
e^(x^2-x+2)
(2/2)*x+1 = (7/5)*x-1;x
x
sin(1/x)
e^(x^2)-x+2
| 11x(7x-4)(55+11x)=0 | | -12=7-21 | | (7c-8)(-1)= | | 2x-5+3x-25=90 | | X-5=1/3 | | (18x/36)*(36/99) | | 2=5+4-3+2-1 | | 2x-4=1/3 | | 13+8x=-5-13 | | Sin(2x-pi/2)=1/2 | | Y/b-3=-11 | | 5x(x-4)=5 | | 0.7x-0.7(4-x)=6.3 | | y=3x-12-8 | | p-17=-22 | | 9s-12s=15 | | 3x+40+6x-17=180 | | 8x-2(6-x)=3 | | 5x-2(3+x)=2x+1 | | 10=2y-1 | | 4(6a-2)=4(5a+2) | | 4x^2+31=-8x | | (24v^2x^4-31v^3x^5)/(-4v^3x^5) | | 0.33y=4.83 | | 12y=9x+60 | | 6(3x-4)=2(4x+2) | | -6.5(2x+5)-1.3(4x-6)= | | 15s-9=16s-8 | | 8+16r-7=9r+57-7r | | Xsquared+121= | | (x+6)(2x+1)= | | 8-5(-4)=3(-4) |