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(x^2*e^(x^2))/(x^2+1)
5-(5*(cos(5*x))^-2)
e^2
5*e^2
5*x-tan(5*x)
| 50(2a+3b)= | | 5.2x-7.28=0 | | 28+9h=2h | | x^2-200x+5100=0 | | 0=3x^4+6x^2 | | y=3x^4+6x^2 | | (5k-10)9= | | 60x=300 | | Y*5-9=11 | | 22xt=3 | | -13=19 | | 18k^2+15k-10= | | m/-8=-7 | | in(x-50)+in(5x+1)=9 | | 9(p+3)=36 | | 2(3k-4)(3k+4)= | | 6(3y+1)-3=18(y-2)+39 | | 4(4+3p)= | | 6(x-3)+x=-2+3x | | tg^2x-5sinx*cosx+6cos^2x=0 | | -5.6=h*5+12.2 | | 6-5(8-n)=-19 | | 1/2x-3/2=3/2 | | -9/5=-3w | | 4-3(x-4)=-7 | | 17(x+3+8z)= | | 11.3y=4.62 | | 6x-18+x=-2+3x | | 3.5b=70 | | x=log^2-3 | | 2cos^2x+5cosx+4=0 | | X/2=-128 |