Can a function be both even and odd? Explain.

Q: Give an example of real-life application of function.

A: Function defination: Generally  a function has a dependent variable and a independent  variable. By…

Q: Is the function even, odd, or neither?

A: From the graph of the given function, it is observed that the graph is symmetric about origin. Or it…

Q: How do you write a function?

A:

Q: Which of these relations is a function?

A: The solution are next step..

Q: What is a piecewise function?

A:

Q: Consider the function

A:

Q: Give your own example of a real-life application of function. Identify the dependent and independent…

A: A function is a process or a relation that associates each element x of a set X, the domain of the…

Q: Make a function that violates Clairault's Theorem. Explain why it does. Show how you got it.

A:

Q: What is the purpo

A: To determine: Purpose on adding h to the function.

Q: What is meant by the domain and range of a function?

A: The domain is the set of all input values for which given function is well defined.

Q: Give an example of Piecewise-Defined Functions?

A: By a piecewise defined function, a function of the form

Q: 1. What is an appropriate domain for the function? Explain how you know.

A: The domain of any function f(x) is the set of all values of x for which the function is defined.

Q: Describe a procedure for finding (f ∘ g)(x). What is the name of this function?

A: Given, Describe a procedure for finding (f ∘ g)(x). What is the name of this function?

Q: Give Definition of Odd Function ?

A:

Q: What is an even function? An odd function?

A: What is an even function?

Q: Determine whether the relationship shows a function or not. Explain how you know.

A: Solution to determine in the whether the relation is a function or not and how

Q: What is the end behavior of the function

A: The end behavior of a polynomial function is the behavior of the graph of f(x) as x approaches…

Q: Is this a function? Yes or no

A: our objective is to conclude

Q: Find the Difference Quotient of a Function

A: The difference quotient of the function f(x) is given as follows: f(x+h)-f(x)h Steps to find…

Q: Function

A:

Q: When is a function described in pieces?Give an example?

A: A function is said to be piecewise if it is defined using more than one formula where each formula…

Q: Describe the four ways of representing a function.

A: Four ways of representing a function are: 1. Algebraically 2. Numerically 3. Graphically 4. Table…

Q: determine whether the relation is a function.Explain

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Q: the type of function

A: Given, x 0 2 4 6 y 3 6 12 24 To determine the type of function

Q: Explain what it means for a function to be (1) and give an example of such a function.

A:

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: is the function odd, even, or neither?

A:

Q: Find, if they exist, the extrema of the function:

A: Given that  f(x,y) = x2+y2-1 Subject to x - y = 2 ⇒g(x,y)=x-y-2 Let us find  <fx,fy> Finding…

Q: Is the assignment of a person to their nose an example of a function?

A: we have to choose the correct option

Q: On a piece of graph paper, draw the graph of the function y equals negative 1 half x space plus…

A: The given function is y is negative one half of x and plus 1.That is y = -x/2 + 1.

Q: How can we represent a function ?

A: Function is the relation in which each element of the domain is related with exactly one element in…

Q: Are all relations a function? Why? Explain comprehensively

A: Explanation: No, all relation are not function because the relation shows the relationship between…

Q: The function f is linear. Can f be an odd function? Explain how you know

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Q: Explain the Algebraic Function?

A: The algebraic function is defined as a function that involves only algebraic operations like…

Q: Explain the difference between a relation and a function

A: A relation is a set of inputs and outputs that are related in some way.

Q: it a function

A:

Q: What is a one-to-one function?

A: A function can be said to be one-to-one if it never takes on the same value twice or more.

Q: When is it possible to compose one function with another? Give examples of compositions and their…

A: A new function can be created by combining the two pre-exist functions. This new function can be…

Q: Determine whether the statement is true or false. If it is false, explain why or give an example…

A: Given statement: If the domain of function consists of a single number, then its range must also…

Q: Explain thoroughly and illustrate what it means for a function to be differentiable at a number a

A: First we will give the definition of a differentiable function then we will illustrate it with an…

Q: Describe an example of a real-live application of functions of two or more variables.

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Q: How can a function be described in pieces?

A: A function can be described in pieces with different formula in different intervals of its domain.

Q: Define the term One-to-One Functions?

A: Definition of One-to-One functions:

Q: What do you mean by even and odd function? Give two examples and show by calculation that those are…

A: f is an Even Function if f(x)=f(-x) g is an odd Function if g(-x)=-g(x)

Q: 2. Is every relation a function? Explain why or why not?

A: Topic = Functions

Q: Is it a function? yes or no 6. Explain 834

A: The given relation is: WE have to determine this relation is a function or not.

Q: Are all odd functions always decreasing? Explain

A: DEFINITION OF ODD-FUNCTION: An odd function f (X) is a function such that for every value of X ,…

Q: Give Definition of Even Function ?

A: A function fx is said to be the even function if it satisfies the condition as, f-x=fx, for any…

Q: 3 Can a function be always concave down and never cross zero? Can it be always concave down and…

A: The 1st answer is Yes and 2nd is No.