37. No 38. Yes 39, Yes 40. No

Q: . Sketch the graph of the amount of a particular brand of coffee sold by a store as a function of…

A: To Sketch The graph of the amount of a particular brand of coffee sold by a store as a function of…

Q: The set of ordered pairs below represents a linear function. {(-2, –3), (0,–2), (2,–1), (x,y)} What…

A:

Q: How to form a piecewise function by using linear function?

A: The piecewise function can be formed using linear functions as shown below.

Q: Deciding Whether an Equation Is aFunction In Exercises 43–46, determinewhether y is a function of x.…

A: 43.Given,     x2+y2=16⇒y2=16-x2⇒y=±16-x2 A relation is said to be a function if, for each x, y must…

Q: Give an example of continuous function?

A:

Q: 26. What is the range of the function?

A:

Q: How does horizontal shrinking or stretching change a graph’s shape?

A:

Q: What is slope function?

A: To define the slope function.

Q: Exercises 123–126: Predict the number of tick marks on the positive x-axis and the positive y-axis.…

A: Since you have posted multiple questions, as per our policy we will answer first question. Please…

Q: In Exercises 65–67, graph each linear function. 65. f(x) 3 --x + 3 (Section 2.4, Example 5) 66. -2x…

A: 65. Given linear function is: fx=-34x+3 The corresponding graph is given below:

Q: Describe what is meant by a piecewise linear function.

A: A piecewise linear function is a function composed of straight-line sections. It is a…

Q: Interpret the graph the expresses at least 3 different situations (pieces such as peak points,…

A: Interpret the graph the expresses at least 3 different situations (pieces such as peak points,…

Q: What is a relation? Describe what is meant by its domain and its range.

A: we have to define relation and also its domain and range.

Q: In Exercises 41–44, write a function in slope-intercept form whose graph satisfies the given…

A: Hello! Thank you for your question. We’ll answer the first question since the exact one wasn’t…

Q: What are Linear Functions?

A: Linear functions:                                The functions whose graph is a straight line in an…

Q: 11. The points at which a graph changes direction (from increasing to decreasing or decreasing to…

A:

Q: Use the vertical line test to determine if y is a function of x in the graph.

A: Vertical line test: If you draw a vertical line to the graph and it intersects the graph two or more…

Q: Question #22

A:

Q: Give an example of a function with an infinite number of elements in the domain that has a single…

A: To write the any function with an infinite number of elements in the domain that has a single…

Q: (a) Determine the net change between the indicated points on the graph.

A:

Q: 17. Explain in your own words why the vertical line testdetermines whether a graph is a function

A: For a relation to be a function, every x must have a unique image in y. Vertical line test draws a…

Q: 5. How will you know if a function increases and decreases and how will you locate the maximum and…

A:

Q: Is there a function whose graph doesn’t have a tangent at some point? Explain by giving an example…

A: We have to show whether their exists a function whose graph doesn’t have a tangent at some point.

Q: Select the option below that describes the interval where the function is decreasing.

A: The function will be decreasing at the interval when its slope is negative.

Q: Make a scatter plot to help you visualize any patterns that mightindicate a relationship between the…

A: Scatter diagram gives the idea about the presence or absence of correlation between the variables .…

Q: In Exercises 65–70, use the graph of f to find each indicated function value. y = f(x) 65. f(-2) 66.…

A: As per the company guidelines, I can solve only three subparts of a question.

Q: Use the linear function to predict the percentage of adults on weight-loss diets in 2007.

A: c. The linear function representing the percentage of adults on diets in terms of x years after 1987…

Q: A new company gains 125 customers each year. Each year they also lose 42 customers. Write a linear…

A:

Q: What is the midline equation for the function

A:

Q: 1. What is an inflection point and how do you identify it? 2. How do you test a function to be…

A: Note: In Case of multiple questions, as per the guidelines answer to first question will be…

Q: Can two level curves of a function intersect? Explain.

A: From the definition, two level curves of a function can't intersect. One level curve is given as…

Q: Exercises 126–128 will enable you to review graphing linear functions. In addition, they will help…

A: Note: Since you have asked multiple question, we will solve the first question for you. If you want…

Q: 2. Determine if the table below represents a linear or nonlinear function. Explain your reasoning.…

A: From the table we see that the x-values are increasing at a constant rate.The difference between the…

Q: 2. Is this a graph of a function? Explain your y reasoning. (abr 6. 4

A: Topic:- function

Q: In Exercises 6–7, identify the graph or graphs in which y is a function of x. 6. 7. y y

A: Definition used -        Vertical line test - By the vertical line test we can check whether…

Q: What's the difference between alinear function, a non-linear function and non-linear and not a…

A:

Q: The graph represents the cost of a medical treatment, in dollars, as a function of time, d, in…

A:

Q: In Exercises 19–24, use the graph off to find each indicated function value. y y = flx) 19. f(-2)…

A: Consider the given figure

Q: Does the table below represent a linear function? Explain the space

A: We have given that, X=5,6,7,8 and f(x) =5,8,11,13 Thus, we have following co-ordinates points as…

Q: (1 point) Match the function with one of the graphs below. A B.

A: the graph of function is given below.

Q: Describe Marissa's distance from the starting point at the end of her trip in relation to her…

A:

Q: The figure shows graphs of f, f', f", and f". Identify each curve, and explain your choices.

A:

Q: 9. Which of the relationships below represents a linear function?

A:

Q: 7. Explain how the vertical line test proves that a relation is not a function.

A:

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.

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.