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t^5*cos(t)
3/3 = 3
665/19
e^(8*x)*sin(2*x)
e^(8*t)*sin(2*t)
| 4s-9s-8=7 | | 180=42+x | | 27-r=-10 | | 2a+b=7.5 | | 11x-21=39+9x | | ((x/25)-(1/x))/((6/25)-(6/5x)) | | 39=15-3f | | 8e-10=-50 | | 16-43=3(x-1)-9 | | -3p+1=7 | | -11x+2(4x-5)=-19-2x | | log[4]x+log[4](x-12)=3 | | 3x+7-4z-7= | | 2(-3n+7)+4=-3 | | 3(x-5)5=5x+9 | | -6=7-(10-n) | | -36+4x=24 | | 3/3=3 | | -(4x-2)+2x-4=-2 | | 9(x+6)+2=-16 | | -3t+9-21= | | -(4x-2)+2x-4=2 | | .12(y-8)+0.02y=.08y-0.9 | | s-10=p | | -12-3x=24 | | 7x-8/11x=13 | | 9x-6/3x=14 | | X+1.18=9 | | 2+5x+3+3x= | | e^3/e^4x=e^7x^2/e^28 | | 6x-8/3x=16 | | 6-8/3x=16 |