Decide whether each function is a polynomial function. If it is a polynomial function, select the correct standard form(SF) and identify its degree (D), type (T), and leading coefficient (LC). If it isn't a polynomial function, choose the correct answer and select not applicable for the degree (D), type (T), and leading coefficient (LC). Be sure you submit a response for each blank. A) f (z) = - 2z +z* SF: LC:: B) f (z) = - z + 7z-1+4z SF: D:: LC: C) f(z) = 3z – z' +7z-3 SF D: D) f(z) = 0.5z? + v3 z + 19 SF: D:: LC: %3D E) f (z) = -z - 4z4- 3z SF: F) f(z) = -12 + 5z – 0.8z2 SF: D:: LC : Even : f(z) = z2 + 7x+4z : Quartic :: -0.8 : Quadratic :: not a polynomial function %3D : f(z) = -z + 3z2 + 7z-3 : not applicable : f(x) = z +-2z : 0.5 : positive : Cubic :-1 %3D : f(z) = V3 z + 0.5z + 19 :f (z) = -4z-4 1 - 3z : f (x) = -0.8r² + 5x – 12 %3D : 1 %3D %3D : Odd : -12 : 3 : Linear : negative : -4 ::

Decide whether each function is a polynomial function. If it is a polynomial function, select the correct standard form(SF) and identify its degree (D), type (T), and leading coefficient (LC). If it isn't a polynomial function, choose the correct answer and select not applicable for the degree (D), type (T), and leading coefficient (LC). Be sure you submit a response for each blank. A) f (z) = - 2z +z* SF: LC:: B) f (z) = - z + 7z-1+4z SF: D:: LC: C) f(z) = 3z – z' +7z-3 SF D: D) f(z) = 0.5z? + v3 z + 19 SF: D:: LC: %3D E) f (z) = -z - 4z4- 3z SF: F) f(z) = -12 + 5z – 0.8z2 SF: D:: LC : Even : f(z) = z2 + 7x+4z : Quartic :: -0.8 : Quadratic :: not a polynomial function %3D : f(z) = -z + 3z2 + 7z-3 : not applicable : f(x) = z +-2z : 0.5 : positive : Cubic :-1 %3D : f(z) = V3 z + 0.5z + 19 :f (z) = -4z-4 1 - 3z : f (x) = -0.8r² + 5x – 12 %3D : 1 %3D %3D : Odd : -12 : 3 : Linear : negative : -4 ::

Name: Need to find the standard form and degree and type and loading coeffic
Uploaded: 2024-03-20T06:46:42.000Z
Channel: Bartleby
Description: Need to find the standard form and degree and type and loading coefficient for all except for the ones that aren’t a function D) f(x) = 0.5x2 + v3 x +19 SF:LcE) f (x) = -x³ - 4x 4-3x SF:F) f(x) = -12+ 5x – 0.8x2 SE:LC:: Even:: f (x) = - x² + 7x 1 +4x

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

See similar textbooks

Related questions

Q: A culture of bacteria in a laboratory is subjected to a substance to decrease the number of bacteria…

A: Set e-t2+5t+3 equal to 100 and then solve for -t2+5t+3. e-t2+5t+3=100ln e-t2+5t+3=ln 100…

Q: Define Algebraic Functions?

A: An algebraic function is described as a function that includes particularly algebraic operations,…

Q: 1. f(x) = 4 a. f(-2) c. f(2) b. 2, f(x) = 3*+1 1/2

Q: What is a piecewise function?

Q: Give an example of a function you used in everyday life. Determine the domain and co- domain.…

A: 2. We use many functions in our daily life. One of them is the velocity function. Assume that a car…

Q: Give four ways that functions may be defined and represented.

A: A function can be represented verbally. For example, the circumference of a square is four times one…

Q: please help me with this Give an example of a function you used in everyday life. Determine the…

Q: A photocopy shop charges ₱ 1.00 per photocopy for orders of 20 or fewer photocopies, ₱ 0.85 per…

Q: What are the expressions simplified and are the functionsinverses?

A: We will show that, both f°h and h°f are identity maps on their respective domain. Then, we can claim…

Q: 4. y= 3x^4 + 3y - x^2 +7 * O Implicit Function O Explicit Function 5. y= x^4 + 2x^2 - 4 * O Implicit…

Q: What is the domain and range of a function in calculus?

A: Domain of a function: All possible x values which a function accepts are called the domain of the…

Q: 8. A farmer has 2000 feet of fence. He plans to build a rectangular pen for his chickens adjacent to…

A: Lets take, the length of the other side is y. Thus, the total length of the three sides of the…

Q: Write a function rule for the area of a triangle with a base 3 cm greater than 5 times its height.…

Q: Determine if the function is odd, even or neither * x2-1 x²+1

Q: Differentiate the following function. y=x(+4)* Choose the correct setup below to differentiate the…

A: Our objective is to find the correct setup

Q: 9. A zoo increased the lengths of all four sides of its rectangular monkey park by the same amount.…

Q: Is a constant function even or odd?

Q: If a function passes the vertical line test then it has an inverse

Q: Write a function rule for the area of a rectangle with a length 2 ft less than three times its with.…

A: Let,width = ftlength = ftlength is 2 ft less than three times its with. ......(i)

Q: Write the main ways functions are combined or transformed to form new functions?

A: If two functions are given then we can use the composition of functions to find the new composite…

Q: Find the Domain of a Function Defined by an Equation

A: Consider a function in the equation form y=x3+x+8 or fx=x3+x+8

Q: Explain Even Functions and Odd Functions?

A: Even function: A function is even if the graph is symmetric about y axis. Or Consider f(x) is any…

Q: What do the Algebraic functions include?

A: An algebraic function include variables, constants and algebraic operations (such as addition,…

Q: Analyse the key features of the function and sketch f(x) = x³ + 6x² + 9x

Q: Explain what type of function is automatically an algebraic function?

A: A function is called as an algebraic function if it is made by algebraic operations like addition,…

Q: How do you find piecewise functions

A: A piecewise function is defined by multiple sub-functions, where each sub-function applies to a…

Q: Here are several function rules. Calculate the output for each rule when you use -4 as the input. A…

A: Given that input is -4.

Topic Video

Question

100%

Need to find the standard form and degree and type and loading coefficient for all except for the ones that aren’t a function

D) f(x) = 0.5x2 + v3 x +19 SF:
Lc
E) f (x) = -x³ - 4x 4-3x SF:
F) f(x) = -12+ 5x – 0.8x2 SE:
LC
:: Even
:: f (x) = - x² + 7x 1 +4x
:: Quartic
:: -0.8
:: Quadratic
:: not a polynomial function
:: f (x) = -x3 + 3x² + 7x – 3
:: not applicable
:: f (x) = x + 2x
: positive
:: Cubic
:: -1
:: 0.5
:: f (x) = V3 x“ + 0.5x² +19
:: V3
:: f (x) = -4 4-23 3r
: f (x) = -0.8x2 + 5x – 12
:: 1
::
:: Odd
::-12
:: 3
:: Linear
:: negative
:: -4
99+
ASUS
近

Stuc
S Tec
A Nor
9 Eng
O We
S Gra
9 2/2
S Gra
S Des
S Elec
S Qui
s Gra
9 2/5
s Sch
S :X
Wh
G hair
d.schoology.com/common-assessment-delivery/start/4662712398?action=onresume&submissionld=435412651
Decide whether each function is a polynomial function.
If it is a polynomial function, select the correct standard form(SF) and identify its degree (D), type (T), and leading coefficient (LC).
If it isn't a polynomial function, choose the correct answer and select not applicable for the degree (D), type (T), and leading coefficient (LC).
Be sure you submit a response for each blank.
A) f (x) = - 2x +a SF
B) f (z) = - x² + 7x-1+4x SF:
C) f(z) = 3z2 – r³ +7x - 3 SF:
D) f (z) = 0.5z² + V3 x4 + 19 SF:
E) f (z) = -r - 4x-4 - 3x SF:
F) f(z) = -12+ 5z – 0.8z? SF:
LC
: Even
: f (z) = - r² + 7x-1 + 4x
:: Quartic
:: -0.8
:: Quadratic
: not a polynomial function
:: f(z) = -z +3z2 + 7x- 3
: not applicable
:-1
: f (x) = r + *
2x
:: 0.5
:: positive
: Cubic
:f (z) = V3 z + 0.5z? + 19
: V3
:f (x) = -4 4 - 23
3x
:f (x) = -0.8r + 5x-
12
:: 1
::
: Odd
: -12
:: 3
: Linear
: negative
:: -4
re to search
+66

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Step 3

VIEW

Step by step

Solved in 3 steps

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

$Chain Rule$

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, algebra and related others by exploring similar questions and additional content below.

Similar questions

what is domain of function?
When is the function said to be real-valued?
Does the composition of functions display the commutative property? Give an example of each case to illustrate your answer.
Describe the Algebraic Functions?
What is an even function?
Determine whether the following function is even, odd or neither g(x)=-x^5+x^3
Define a function
Define the term One-to-One Functions?
where's the diagram for the piecewise function?