Linear Functions, Determining The Equation
Determine the Vertical Intercept, given the slope and a point. Then use the Slope and Vertical Intercept to write the Equation for the Line. The first one is done for you as an example. Note: If the Vertical Intercept does not exist, enter D N E \displaystyle {D}{N}{E} D N E
Ordered Pair
Slope
Vertical Intercept
Equation of the line
( − 2 , 0 ) \displaystyle {\left(-{2},{0}\right)} ( − 2 , 0 )
m = 2
( 0 , 4 ) \displaystyle {\left({0},{4}\right)} ( 0 , 4 )
y = 2 x + 4 \displaystyle {y}={2}{x}+{4} y = 2 x + 4
( − 8 , 9 ) \displaystyle {\left(-{8},{9}\right)} ( − 8 , 9 )
m = 0 \displaystyle {m}={0} m = 0
Preview Question 6 Part 2 of 10
( 7 , − 69 ) \displaystyle {\left({7},-{69}\right)} ( 7 , − 69 )
m = − 9 \displaystyle {m}=-{9} m = − 9
Preview Question 6 Part 4 of 10
( − 2 , 3 ) \displaystyle {\left(-{2},{3}\right)} ( − 2 , 3 )
m = D N E \displaystyle {m}={D}{N}{E} m = D N E
Preview Question 6 Part 6 of 10
( − 4 , − 2 ) \displaystyle {\left(-{4},-{2}\right)} ( − 4 , − 2 )
m = 2 \displaystyle {m}={2} m = 2
Preview Question 6 Part 8 of 10
( 9 , − 27 ) \displaystyle {\left({9},-{27}\right)} ( 9 , − 27 )
m = − 3 \displaystyle {m}=-{3} m = − 3
Preview Question 6 Part 10 of 10