What is the slope of this line:
y=(4/5)x-2
4/5
a3b5
4c+3=7
c=1
y = −5
5x + 4y = −20
(0, −5)
Is the following inequality a dashed or solid line AND do you shade up or down?:
y≤(4/3)x-3
Solid, and down
y-y1=m(x-x1)
3x-2y4
3y4
___
x2
8x − 2 = −9 + 7x
x=−7
y = 4x − 9
y = x − 3
(2, −1)
Is the following inequality a dashed or solid line AND do you shade up or down?:
-3y<4x-6
Up, and dashed
Convert this into slope intercept form: 4x-3y=6
y=(4/3)x-2
(2m3n5•5m-4n2•3m4)0
1
4m − 4 = 4m
No Solution
x + 7y =0
2x − 8y = 22
(7, −1)
-5n-6n≤8-8n-n
n≥-4
What is the equation of the line in POINT-SLOPE form that is PERPENDICULAR to y=(2/3)x-5 that passes through the point (-3,5)
y-5=(-3/2)(x+3)
2x2y4•3xy7
6x3y11
−3(4x + 3) + 4(6x + 1) = 43
x=4
−8x − 10y = 24
6x + 5y = 2
(7, −8)
Put in slope intercept form:
5x-4y>8
y<(5/4)x-2
What is the equation of the line in SLOPE-INTERCEPT form that passes through the points (-3,2) and (3,-6)
y=(-4/3)x-2
(4x2y3)-2
1
_______
(16x4y6)
5(2x + 6) = −4(−5 − 2x) + 3x
x=10
0 = −2y + 10 − 6x
14 − 22y = 18x
(2,-1)
How do you show the solution to a system of linear inequalities?
Graph the linear inequality, and the area that overlaps in shading are your solutions