Match the description with the correct function.

Column A
1.
Has the steepest slope:
Has the steepest slope
2.
Has the largest y-intercept:
Has the largest y-intercept
3.
Is decreasing:
Is decreasing
4.
After 3 weeks, you have $8 - is a solution:
After 3 weeks, you have $8 - is a solution
Column B
Column B
a.
Writing Linear Equations from Tables & Graphs | Math, Algebra, Linear Functions, Slope-Intercept Form | ShowMe

b.
Linear Graph - Definition, Examples | What is Linear Graph?

c.
Graphing linear equations | Lesson (article) | Khan Academy

d.
Math Clip Art--Linear Function Tables 05 | Media4Math

9 answers

1. b. Linear Graph - Definition, Examples | What is Linear Graph?
2. a. Writing Linear Equations from Tables & Graphs | Math, Algebra, Linear Functions, Slope-Intercept Form | ShowMe
3. c. Graphing linear equations | Lesson (article) | Khan Academy
4. d. Math Clip Art--Linear Function Tables 05 | Media4Math
Which table matches the equation \large y=-\frac{2}{3}x-4 ?

a
x y
0 3 2/3
1 -4 2/3
2 -5
3 -6 1/3
b
x y
0 -4
1 -4 2/3
2 -5 1/3
3 -6
c
x y
0 -2/3
1 -4
2 -5 1/3
3 -7
d
x y
0 -4
1 3 2/3
2 -6
3 -7 2/3
whats the answer
b
The table that matches the equation y = -2/3 x - 4 is option b:
x y
0 -4
1 -4 2/3
2 -5 1/3
3 -6
function A: \large y=-3x+2

with

function B:

x y
1 4
2 6
3 8
4 10
a
Function A is decreasing, while function B is increasing AND Function A is steeper
b
Function A is decreasing, while function B is increasing AND Function B is steeper
c
Function A is increasing, while function B is decreasing AND Function B is steeper
d
Function A is decreasing and function B is also decreasing AND Function A is steeper
Question 7 (1 point)
whats the answer
b. Function A is decreasing, while function B is increasing AND Function B is steeper
Which statement is true?

Friday 1/19 - Ms. Marfat's Math Classes

a
A
b
B
c
C
d
D

what's the answer
There is not enough information to determine which statement is true, as there are no statements provided to choose from.
Linear Functions
What point do these two lines have in common?

a
(3, 3)
b
(0, 3)
c
(2, 5)
d
(2, 4)

what;s the answer
There isn't enough information provided to answer this question. Two lines are necessary to determine a point of intersection.
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