#is this correct? (again but for a different reason)
22 messages · Page 1 of 1 (latest)
topic: Systems of linear equations
answers:
A.) y = 2/5x + 3/-5
m = 2/5
b = (0, 3/-5)
B.) 10y = 4x -6
y = 4/10x - 6/10
y = 2/5x + - 3/5
m = 2/5
b = (0,-3/5)
so is my b in B.) correct?
why is b equal to like a point?
and if yes then does it mean its an Inconsistent system?
huh?
because we graph it
ok i dont get what u mean by that
sooooooooooo
is my b in B.) correct?
$$10 \cdot -\frac{3}{5}=4 \cdot 0 -6$$
$$-6=0-6$$
$$-6=-6$$
I would dare say your b fullfills the equation in B).
Crystopher
ha?
because b is the y intercept and m is the slope
so we get the slop and the y intercept
doing the y first in graphing to set an origin then use the slope
then draw a straight line from the new origin to the slope
we use
Consistent Dependent System if the slope and y intercept from the 2 linear equation is the same and when we graph it, it would result in an overlapping line.
Consistent Independed System if the slope and y intercept from the 2 linear equation is different and when we graph it, it would result in an intersecting line.
Inconsistent System if the slope from the 2 linear equation is the same but the y intercept from the 2 linear equation is different and when we graph it, it would result in a parallel line.
so im not sure if that answers your question