Solve the following system of equations. You will type your x value in the first part and the y value in the second part of the question. If the answer if no solution then type NS in both parts and if the the answer is infinite solutions then type I in both parts.
x = 3y + 6
x = 3y - 3
What is the x value?
what is the y value?
Marcus: I doubt if you have had algebra, you are embarassing yourself.
on the two equations, both have the same slope, and they never will cross. There cannot be an (x,y) that satisfies the equations.
x = 3y + 6
x = 3y - 3
3y + 6 = 3y - 3
No solution
oml thank you
You know I can report you on that so please respect others Ms.sue. I bet you even read that question that I ask and yes that was directed at you.
Please report me.
Marcus: You are on a time out for your smart remarks. Come back in a couple of weeks, a little more mature.
To solve the system of equations, we can set the two equations equal to each other:
3y + 6 = 3y - 3
Next, we can simplify the equation by subtracting 3y from both sides:
6 = -3
This results in a contradiction since 6 does not equal -3. Therefore, there is no solution to this system of equations.
So, the x-value is NS (No Solution) and the y-value is also NS (No Solution).