iscuss the relationship between differentiability and continuity in a short paragraph.

Q: Give an algebraic representation of a linear function for each of the following features.…

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Q: 3 situations that could represent functions

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Q: Graph the functions in excercise

A: Graph the functions      y=x-2

Q: What events in life can you compare to continuous functions?

A: A function is a continuous function if the graph of the function is not breaking at any point in its…

Q: Which graphic representation could a researcher use to help determine if a continuous variable…

A: The answer is Histogram. Histogram is a graphical representation that indicates the distribution of…

Q: 3. Explain the difference between continuity and differentiability.

A: Differentiate the given functions w.r.t x to obtain the differential.

Q: Explain the differences between continuity and uniform continuity with the help of examples shown on…

A: See, continuity is defined at a point p, whereas uniform continuity is defined on a set A. That…

Q: Define the term constant.

A: Constant represents something that is not variable.

Q: How to Construct X–- and R-Charts

A: Suppose you are a member of a bowling team. You bowl three games a night once a week in a bowling…

Q: Discuss the relationship between differentiability and continuity in a short paragraph.

A: Continuty of a system is given as:- A function f(x) is said to be continuous at a point x = a, in…

Q: The line graph below displays the Unadjusted Federal Minimum Wage and Adjusted Federal Minimum Wage…

A: Given The graph is as follows:

Q: Describe the end behavior (long run behavior) of f(x) = x° As x → 00, f(x) → ? - As x → 00, f(x) → ?

A: The given function f(x)=x6

Q: Create a table of value for f (x) = x and showcase how you got those values.

A:

Q: Graph the functions in excercise

A: To graph the function y=1x-2, multiple points will be required. So, to obtain the points substitute…

Q: A positive relationship exists when both variables increase or decrease at the same time. True or…

A: Answer - A positive relationship exists when both variables increase or decrease at the same time.

Q: 1. (-7, -3) 2. (-5, -3] 3. [0,3] 4. [3, 7] 5. (-5,5)

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Q: Let X-F(4,8), then

A: X~F(4,8)

Q: Look at the following image and correctly identify the intervals of increase, decrease, and…

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Q: Explain the difference between continuity and uniform continuity with the help of graph when…

A: Answer

Q: What is continuity?

A: Follow next step

Q: a) f(x) = {(3, –4), (2, 1), (–9,–3)} |

A: We have to find domain and range

Q: Graph the functions in excercise

A: The given function is  y=1x-2 The x- intercept is  y=10-2  =-12 The function is not defined when…

Q: Give examples of calculus in general economics.

A: Give examples of calculus in general economics.

Q: State whether the variable is discrete or continuous. The number of goals scored in a soccer game

A: We have  Discrete variable : The variable which takes countable many values is called Discrete…

Q: : State the three-part Definition of Continuity.

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Q: Define Absolute value.

A: Absolute value describes the distance of a number on the number line from 0 without considering…

Q: Explain the differences between continuity and uniform continuity with the help of examples shown on…

A: The objective is to give the differences between continuity and the uniform continuity with the…

Q: I realized that continuity of function is _______________________________________ I can apply what…

A: A function is continuous at a point if the three following conditions are met: 1) f (a) is defined.…

Q: The number of emails sent by a teacher during weekend is an example of continuous variable Discrete…

A:

Q: 3. 1 10 18

A: topic - derivative of a function

Q: differentiability and continuity

A: CONTINUITY For a function y=fx is to be continuous in an interval, it must be defined at all points…

Q: Make a sign chart for f' (x).

A:

Q: 3. Find the value of eachvariable.

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Q: Define the term Domain?

A: To Determine: Define the term domain? Given: domain Explanation: domain of the function:  The domain…

Q: Verify Mean Value Theorem for the function 3x? - 4x +5 in [-1,1]

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Q: Describe the end behavior (long run behavior) of f(x) = x° As x → - o, f(x) → ? v As x → 00, f(x) →…

A: The given question can be solved as shown in step2.

Q: Define the term Calculus.

A: Calculus is the branch of mathematics that deals with the finding and properties of derivatives and…

Q: Describe the relationship between continuity and differentiability.

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Q: test convergnce and div egence

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Q: Describe the (1) domain, (2) range, and (3) continuity of y = -(x+ 3)2 +5.

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Q: Define

A: The objective is to give the definition of continuity of the function.

Q: Discuss the relationship between differentiability and continuity in a short paragraph.

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Q: • Example 2 What can you say about the continuity of the function f(x) = 9 – x??

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Q: The number of rooms in your house is an example of variable. Select the correct word to fill in the…

A: The number of rooms data would look like 1 room, 3 rooms, 5 rooms etc. It is  a quantity data which…

Q: discuss uniform continuity.

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Q: Identify whether the given is a discrete or continuous variable. 1.The number of arrivals in an…

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Q: is decreasing.

A: The function isf(x)=4x3-81x2+486x-811The function is decreasing means fx+1<fx

Q: Explain theorem Differentiability Implies Continuity?

A:

Q: When is a bracket used when writing interval notation?

A: Interval Notation :                                        Interval notation is a way to…