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5+1;816;5;16
12;1;61;11
0*x^5+0*x^4+0*x^3+0*x^2+0*x+0 = 10
74.25*x+3.735*y+2965.25;3.735*x+9.394*y+19.92
(-5/9)*(-1/4) = 0
| f(x)=sqrtx^2+1 | | 4x-5.4=2x+6 | | 36x^2-24x+6=0 | | 56=9-4 | | 16-5=174 | | x^2+(1-t)x+2t-6=0 | | 180n-360=900 | | -2=-30+k | | 8(2x-4)=2(x+3)+6 | | 4+ln(x-3)=5 | | (x+0)(x-6)(x+1)(x-2)=0 | | (2)2a-(10)1=(5)5a-(1)7 | | -16t^2+48t+0=0 | | 4[x-1(3-x)]-7x=7 | | 9z-15=-2+7 | | -16t^2+48t+0=h(t) | | -16t^2+48t+4=h(t) | | 9z-15=2z+7 | | -5/9*(-1/4) | | 8-3(x+1)=5-(2x-3) | | -5/7*(-1/4) | | 4p+8=13+3p | | 4(x-6)=6(x+2)-8 | | [x-(3+3i)][x-(3-3i)](x+1)(x-2)=0 | | 9x=36-45y | | 2(2y-12)=10 | | (3z-4)(3+z)=0 | | 2HW^2+LW=A | | A=2HW^2+LW | | 3u^2-6u-9=0 | | 5w^2-3w-20=0 | | ydx+x(y^2+lnx)dy=0 |