Match each equation in Column I with the correct first step for solving it in Column II. (x+5)^2/3 - (x+5)^1/3 - 6 = 0

Determine the values of the variable that cannot possibly be solutions of each equation. Do not solve.

(5/(2x+3))-(1/(x-6))=0

Determine the values of the variable that cannot possibly be solutions of each equation. Do not solve. 3/(x-2) + 1/(x+1) = 3/(x²-x-2)

Determine the values of the variable that cannot possibly be solutions of each equation. Do not solve. 1/(4x) - 2/x = 3

Determine the values of the variable that cannot possibly be solutions of each equation. Do not solve. 5/(2x) - 2/x = 6

Solve each equation. See Example 1. (2x+5)/2 - 3x/(x-2) = x

Solve each equation. (4x+3)/4 - 2x/(x+1) = x

Solve each equation. x/(x-3) = 3/(x-3) + 3

Solve each equation. x/(x-4) = 4/(x-4) + 4

Solve each equation. 3/(x²+x-2) - 1/(x²-1) = 7/(2x²+6x+4)

Solve each equation. See Example 2. (4x+3)/(x+1) + 2/x = 1/(x²+x)

Solve each equation. x/(x-1) - 1/(x+1) = 2/(x²-1)

Solve each equation. (x+4)/2x = (x-1)/3

Solve each equation. 2x/(x-2) = 5 + 4x²/(x-2)

Solve each equation. 3x²/(x-2) + 2 = x/(x-1)

Solve each equation. x - √(2x+3) = 0

Solve each equation. √(3x+7) = 3x+5

Solve each equation. √(4x+13) = 2x-1

Solve each equation. √(6x+7) - 9 = x-7

Solve each equation. √4x-x+3=0

Solve each equation. √2x-x+4=0

Solve each equation. √x-√(x-5)=1

Solve each equation. √x-√(x-12)=2

Solve each equation. √(x+7)+3=√(x-4)

Solve each equation. √(x+5) + 2 = √(x-1)

Solve each equation.√(2x+5)-√(x+2)=1

Solve each equation. √(4x+1)-√(x-1)=2

Solve each equation. √3x=√(5x+1)-1

Solve each equation. √2x=√(3x+12)-2

Solve each equation. √(x+2)=1-√(3x+7)