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3 votes
In class. Graph the following linear,

values to create a picture. The first equation is graphed for you.
Remember:
y = mx + b is the equation of a line
y = # is the equation of a horizontal line
x = # is the equation of a vertical line
y = a/x - hl+ k is an absolute value equation which has a V-shape
y = a (x = h)² + k is a quadratic equation which has a U-shape
Starting point
(-1,-12)
(-19,-)
Equation
y = 2x - 10
y=-3x + 12 +11
y=-(x-16)² - 11
y = 12
y = -10
y=-x+15
y =
y = -15
y = 2x - 12
y=x+5
1
2
y = -6
y = 8
y = −(x − 7)² + 12
y=-15
and quadratic equations between the given x or y-
(x+7)² - 13
y = 10
y = 11
y=-12
y = 12
y = |x-11| + 10
y = 3(x - 2)² - 15
y = 10
x = -5
x = 1
x = 4
x = 11
x = -11
x= -13
y = 3x - 3
y = 8
(14,
(1,
(-19,
(3,
(-13,
(0,
(3,
(-9,
(2,
(-5,
(5,
(-4,
(-5,
(6,
(-3,
(-5,
(9,
(2,
(-2,
L
(
C
)
)
70
J
-)
(-4,
(1,_
)
LLL LL
,8)
8)
9)
8)
-15)
______-15)
J
Ending point
(2,-6)
(-5, ID)
(18,
(3,
HERN V PRANJONSHME
(-11,
2/3/23
177
C
(
r
(0,.
)
)
-
-)
(-)
)
LLL
12)
12)
11)
10)
-10)
-10)
(-3,
(3,_______

In class. Graph the following linear, values to create a picture. The first equation-example-1
User Symcbean
by
8.0k points

1 Answer

2 votes
Use desmos. Plug in the equations and look for your starting/end points
User Hayha
by
8.1k points

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