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in y=mx+b how do you find b?
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y-intercept
b = y - mx
if they gave u a point u would plug in the values for x and y then solve
for b
move the mx to other side m will be neg slope and b will be y=intercept
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well right now i have slope was (-12/7) and points are (-3, 4) and (4, -8)
b = y - mx.... substitute all known values x-coordinate, y-coordinate and m-slope into the right side of the equation then evaluate.... b = y-intercept
subsititute one of the points for x and y in the equation...
for example 4 = -3(-12/7) +b solve for b
\[b = 4 - \frac{-12}{7}(-3)\]
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\[b = -\frac{8}{7}\]
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