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***5-6 Homework (5th 6 Weeks, 6th Week)***

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Last updated almost 2 years ago
18 questions
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Question 1
1.

Question 2
2.

Is this a function?

Question 3
3.

Find the domain for this function.

Question 4
4.

Find the slope of this function.

Question 5
5.

Find the slope from this equation.

Question 6
6.

Write the quadratic function from this table.

Question 7
7.

Write the equation of the line that goes through

Question 8
8.

Write this equation is slope-intercept form.

Question 9
9.

Emma bought 8 pencils and 3 folders and spent $10.39. John bought 5 pencils and 4 folders and spent $10.51. How much does the folder cost?

Question 10
10.

Question 11
11.

Question 12
12.

Factor the following

Question 13
13.

Question 14
14.

The height of an arrow shot into the air can be represented by the equation


How man seconds does it take for the rocket to reach the ground?

Question 15
15.

Find the roots.

Question 16
16.

Question 17
17.

Planet Fitness has 350 members in its first year. The number of members increased by 14% each year thereafter. Find the approximate number of members after 8 years.
Write the function.
Find the number after 8 years(this answer will be the next problem.)

Question 18
18.

How many members after 8 years.

Find the correct

Axis of Symmetry
Vertex
Domain
Range

You will select 4 different answers.

Domain is all real numbers
Domain is between -8 and 8
Domain is between 0 and 64
Range is all y values greater than -10
Range is all y values less than -10
Range is all y values
Vertex is (3,10)
Vertex is (0,0)
Vertex is (-3,-10)
Axis of symmetry is x=2
Axis of symmetry is x=64
Axis of symmetry is x=-3
4 seconds
Find the correct

Domain
Range
y-intercept
Asymptote
Growth or Decay?


You will pick 5 different answers.
Domain is all real numbers
Domain is between -1 and 3
Domain is between 0 and -1
Range is between 0 and 12
Range is between 0 and positive infinity
Range is between -1 and 3
Y-intercept is 4
Y-intercept is 5
Y-intercept is 0
Asymptote is y=1
Asymptote is y=12
Asymptote is y=0
Growth
Decay