Consider the equations y = |x − 1| and y = 3x + 2.

The approximate solution of this system of equations is _______________?

Question

Consider the equations y = |x − 1| and y = 3x + 2.

The approximate solution of this system of equations is _______________?

mathmale · Answer

An accurate graph might be all you need to solve this problem.  
Graph y=3x+2 first.
As for the other equation, the absolute value operation makes graphing this just a bit trickier.  Keep in mind that y=|x-1| represents two separate equations:  y=x-1 and y=-(x-1).    The value of x at which one graph becomes the other is x=1.

mathmale · Answer

Alternatively, graph y=|x|.  Then move the entire graph of y=\X\ one unit to the right.  This action is called horizontal translation.

dayakar · Answer

$$y=\left| x-1 \right|---------(1)$$
y= 3x+2----------(2)

$$\left| x-1 \right| = 3x +2$$              [since (1) = (2)
can u solve remaining part

atomicreaper · Answer

i got the points 

(0,2) and (1,2)

dayakar · Answer

can u show ur work

atomicreaper · Answer

No, my computer had to reset and that is where I done it... the site im doing it on kept the answer I put in though.