One solution, infinite solution, no solution Y=x+3 y=x-1
Can someone help me pleaseeeeee?
y=mx +b is the equation a straight line with m as the slope and b and the y-intercept two equation with the same slope and different y-intercept wil be parallel
the solutions of a system is the region that satisfies both conditions at the same time, are there points that are on both lines at once?
@lalabella if you stuck at somewhere or don't understand, you should speak out, please!!!
In this system, just try and solve it and see what happens x+3=x-1 0x = -4 x=-4/0 undefined What does that tell you?
i dont understand and ive been working on this thing for a long time ( not this problem but the work)
|dw:1369404231105:dw|
|dw:1369404314812:dw|
so does that mean that its infinite?
how many points are on both of the lines at the same time; (how many times do the lines intersect)
Once
where? what point (?,?)
does it not pass through once on all 3?
what is all 3?
parallel lines do not intersect
Ohhhhhh now i get it! sorry
if the system was y=x, y=2x-1, the intersection would look like this
I got it. I see what you're saying
because 1 =|dw:1369405062562:dw|
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