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cos((5/9)*x)
sin((5/9)*x)
(17/12)*x = -34
3*x^-6-(6*x^-1)
(18*x^3)/2-((10*x^1)/2)
| (2K)-3-ki/i | | -6x^3+26x^2+20x=0 | | 25!/14!x11!= | | 25!/14!x11! | | 3/4*2/9= | | 12x+16y=11 | | Y-4x+2xy=14 | | x-4=3x-4 | | 6y=7-2x | | (y-5)(y+2)= | | 5(u+2)-8u=-14 | | x^2-72x+1260=0 | | x^2+72x+1260=0 | | 17/12x=-34 | | x+2y-3z=4 | | .09x+.11(x+500)=135 | | (3x+5)+(5x+15)+(9x-20)=180 | | 15x^2-12x-36=0 | | 6-4(5-3)= | | x+(x+5)+(x+12)=31 | | 2x==(360/4) | | 2sin^2(3x)=3cos^2(2x) | | 3.5x+.5x=5x+22+4.5x | | -9=2x-2+5x | | 5y-3+y+20=8y+20-5y | | 8+2p-1=7p+16-4p | | 5.-x+2=x-5-3x | | 36x-245=35 | | 4.-x-3=2x-6 | | 3.4x-2-2x=x-5 | | dy/dx=y(xy^3-1) | | 1-2X-1/6=3x/8 |