(-9, 2), y= 3x -12
m=-1/3
y= -1/3x -1
Solve for y
(5,-1) y=-3/5x -3
Y=-3/5x + 2
2x + 3y= 6
(6, -2)
y= -2/3x +2
Identify the Center and Radius
(x + 5)2 + (y + 4)2= 49
Center ~ (-5, -4)
Radius ~ 49= 7
x2+4x+ y2+ 6y -3 =0
(-2, -3)
16 =4
if the following equations of two lines are parallel, then find the value of k
3x +2y -8=0
(5k +3) x+ 2y +1=0
Finding the value of y
(1,7) -6x+y=-1
Y=6x+1
5x+2y =8
(5, -2)
y= 2/5x- 4
Identify the Center and Radius
x2+ (y -6)2 = 100
Center ~ (0,6)
Radius~ 100= 10
x2+ 6x +y2 - 4y -6 =0
(-3, 4)
11
if the slopes of two lines are , then the lines are parallel to each other
neither
Find the y value
(-2,5) 2y=4x-6
Y=2x+9
Identify the Center and Radius
(x-10)2 + (y-2)2 = 36
Center ~ (10,2)
Radius ~ 36=6
x2 +16x +y2 +8y = -12
(-8, -4)
0
what line is perpendicular to x +3y= 6 and travels through point (1, 5)
y= 3x+2
Find the y value
(-10,0) -y +3x=16
Y=3x+30
Identify the Center and Radius
(x-8)2+ (y+4)2= 81
Center~ (8, -4)
Radius ~ 81=9
x2+ 12x+ y2 - 10y +7 =0
(-6, 5)
4=2
what is the equation of a line that runs perpendicular to the line 2x +y =5 and passes through the point (2, 7)
-x/2 +y= 6
Find the y value
line a: y=3/5x+1
line b:5y=3x-2
line c:10x-6y=-4
Y=5/3x + 2/3
(x +10)2 +(y +5)2= 121
Center ~ (-10, -5)
Radius~ 121= 11
x2+10x +y2+ 22y -5 = 0
(-5, -11)
151