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092 End Behavior
By Marjorie Brewer
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Last updated about 5 years ago
25 questions
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Bell Assignment:
Question 1
1.
How do you find the degree?
Question 2
2.
How do you find the leading coefficient?
Question 3
3.
Where are the real zeros of an equation located on the graph?
Question 4
4.
Sketch a graph that has
one
maximum and
two
minimums.
visibility
View drawing
Notes L5-3 Analyze Polynomial Functions
(from last test)
Question 5
5.
Choose the Degree (D) and Leading Coefficient (LC) for: 5x^{3}-4x^2-8x+\frac{4}{x}
LC: 5
D: 3
D: 8
LC: -8
not a polynomial
Question 6
6.
Choose the Degree (D) and Leading Coefficient (LC) for: 5x^{6}-3x^4+12x^3-14
LC: 12
not a polynomial
LC: 5
D: 12
D: 6
Question 7
7.
Choose the Degree (D) and Leading Coefficient (LC) for: 8x^{4}-2x^3-x^6+3
D: 6
D: 8
LC: 8
not a polynomial
LC: -1
(from yesterday)
Question 8
8.
describe the end behavior
both ends point down
both ends point up
the left starts at a large negative and the right goes upward
the left starts at a large positive and the right goes downward
Question 9
9.
Will the degree of
[6]
be even or odd?
odd
even
Question 10
10.
Will the leading coefficient of
[6]
be positive or negative?
negative
positive
New notation: \infty vs -\infty
Question 11
11.
describe the end behavior
Question 12
12.
for
[10]
even
odd
Question 13
13.
for
[10]
describe the leading coefficient
negative
positive
Question 14
14.
for
[10]
how many
real
zeros?
Question 15
15.
for
[10]
how many extrema (maximums
and
minumums)?
Question 16
16.
describe the end behavior
Question 17
17.
use
[16]
even
odd
Question 18
18.
for
[16]
describe the leading coefficient
positive
negative
Question 19
19.
for
[16]
how many real zeros?
Question 20
20.
for
[16]
how many
extrema
(maximums
and
minumums)?
Question 21
21.
Given: f(x)=-5x^{4}+3x^2
State the degree.
Question 22
22.
for
[21]
state the leading coefficient
Question 23
23.
for
[21]
f(x) is..
[choose all that are true]
even
odd
positive
negative
Question 24
24.
Use
[23]
to describe the end behavior of
f(x)
.
Question 25
25.
Choose all that are true
I am confident in this lesson.
I would like some assistance.
I can determine the end behavior of a function.
I can count the number of zeros of a function.
I can count the number of extrema of a function.
Begin DeltaMath!