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(e^(2*x))/(x+3)
(e^(2*x))/x+3
(2*e^x)/x+3
(2*x^2.4)/(x^1) = 0
1*x^3+11*x^2+40*x+48 = 0
| -6y+12-3(2+4y)=5(4y+3)-2y | | 6(1-2x)+4x=-18 | | 3(10-n)=2n-15 | | 4(4x-3)=32 | | 7t+18=9t | | 7t+18=6 | | 2*(x+3)=4*(x-1) | | 16x^2-56x=-49 | | 3(-2/9)-(4/5)= | | 2x^2.4/x^1 | | 6-7=5x | | 42/200 | | 625t^2-125t+4=0 | | 10-3(-2/3)=8-6(-2/3) | | (4x+5)y=15 | | 6(-4)-3(-4)+12=0 | | 15.3+h=1.3-1h | | 5x^2(x-3)=o | | 2x+4x+3x= | | 2(x+12)=27(6)-120 | | 4a-5ab= | | 12e+4= | | 3/5x=5/4x-13 | | 21x-10=11x-100 | | =t^2*2t^2 | | 3t^2+10t-25=0 | | 7/6x1/12 | | (14x^5)(7x)= | | 16+2/3x=34 | | log(n)=10 | | 10x+8=12x-9 | | 4(-8)-7=6(-8)+9 |