Question

How do you find the point on a line and the slope from an equation in standard form: Ax+By=C?

Answer 1

to find the slope you should solve for y first

Answer 2

slope intercept form equation is should look like this y=mx+b here m is slope and y is y-inrercept

Answer 3

Well the slope is equal to -A/B

Answer 4

for y=mx+b the slope is m right?

Answer 5

Y-intercept is C/B

Answer 6

oh ok

Answer 7

Yes, the slope (m)= -A/B

Answer 8

yes right which always with x

Answer 9

to solve this equation Ax+By =C
first subtract ax both side

Answer 10

then divide both side by B

Answer 11

okay then divide b to get y by itself

Answer 12

yes right

Answer 13

\[\Large Ax+By=C\]
\[\Large By= -Ax+C\]
\[\Large y= \frac{ -A }{ B }x+\frac{ C }{B}\]

Answer 14

let me know what you get :)

Answer 15

well nvm you already got answer

Answer 16

where
\[\Large y=mx+b\]
is the same as
\[\Large y= \frac{ -A }{ B }x+\frac{ C }{B}\]

Answer 17

Ohkay this makes sense

Answer 18

\[\Large m=\frac{ -A }{ B }\]
\[\Large b=\frac{ C }{ B}\]