Question: A third method is using algebraic solutions. In this method you arrange the equation to where both x and y values are on the same

A third method is using algebraic solutions. In this method you arrange the equation to where both x and y values are on the same side and the number without a variable on the opposite side. One side can be multiplied to find a common value for the slope if all other number for that equation are multiplied by that number. If x and y cancel and you are left with 0 = 0 then there is an infinite amount of solutions. If 0 does not equal 0 then there is no solution. If x and y do not cancel each other out then there is one solution to this equation

how can I apply that I agree with this statement?

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