Solve the following quantitative comparison problem by plugging in the number 0,1,2, -2, and `1//2` in that order - when possible.
`{:("Column A",a < 0,"Column B"),(1//a,,a):}`

Solve the following quantitative comparison problem by plugging in the number 0,1,2, -2, and 1//2 in that order - when possible. {:("Column A", -1 < x < 0,"Column B"),(x,,1//x):}

Solve the following quantitative comparison problem by plugging in the number 0,1,2, -2, and 1//2 in that order - when possible. {:("Column A",x < 0,"Column B"),(x^2-x^5,,0):}

Solve the following quantitative comparison problem by plugging in the number 0,1,2, -2, and 1//2 in that order - when possible. {:("Column A"," ","Column B"),(ab^2," ",a^2b):}

Solve the following quantitative comparison problem by plugging in the number 0,1,2, -2, and 1//2 in that order - when possible. {:("Column A",x = y != 0,"Column B"),(0,,x//y):}

Solve the following quantitative comparison problem by plugging in the number 0,1,2, -2, and 1//2 in that order - when possible. {:("Column A",x>0,"Column B"),(x^2+2,,x^3-2):}

Solve the following quantitative comparison problem by plugging in the number 0,1,2, -2, and 1//2 in that order - when possible. {:("Column A",y!=0,"Column B"),(x//y,,xy):}

Solve the following quantitative comparison problem by plugging in the number 0,1,2, -2, and 1//2 in that order - when possible. {:("Column A",m>0,"Column B"),(m^(10),,m^(100)):}

Solve the linear programming problem graphically 2y-1le0

Problem solving : 1/2x=0 , then x=

Solve the following initial value problem: (dy)/(dx)=1+x+y^2+xy^2 when y=0, x=0 .