In Problems 8-9, use the graph of f to estimate the indicated limits and function values.

Q: A)[ I )-2 Va-I B)[ 1 g(x) =2/-x C)[ ] h(x) = 2x+1 II) D)I ] k(x) =--x E)[ I p(x) = 2- V3x F) [ I…

A: Here we have to match the given function and the corresponding graph

Q: Suppose that a friend of yours does not understand the idea of increasing and decreasing…

A: Increasing Functions A function is "increasing" when the y-value increases as the x-value increases,…

Q: Suppose you are given a formula for a function fpxq, and you are asked to find all the critical…

A: Suppose, Given - a formula for a function f(x) Critical Points: Critical point of a function are the…

Q: y = x² /9 – x

A: x=0 y=0   x=1 y=(8)^(1/2)   x=2 y=4((7)^(1/2))   x=3 y=9((6)^(1/2))

Q: 7. Plot the graph of the following functions. x-3 a) y = x+2 b) y = (x+2)(10x-30) 5x-15

A: 7) (a) Given function is the following :                  , Noted that curve passes through and  .…

Q: In Problems 43–46, the graph of a piecewise-defined function is given. Write a definition for each…

A: Note: According to the guidelines only one question will be answered please upload other questions…

Q: Differentiate the function from problem 21

A: To find the derivative of u with respect to t

Q: -10 -5 A) f(x) = 4-X 10- 5 +++> 10 X B) f(x) = -4-X C) f(x) = -4x ute the exact value of the…

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Q: 1. In your own words, describe how you can determine if a relation is a function if the relation is…

A:

Q: In Problems 43–46, the graph of a piecewise-defined function is given. Write a definition for each…

A: 43) This graph contains two lines adjoining at origin.       Now for first line…

Q: O what t. ll members 4 the famihy f kuur fro - 1, mCr 13) members 2 what do all the famitly g linear…

A: Family of parallel lines

Q: 4. Graph this piecewise function: f(x): = x+1 -2x-3 x<-2 xM-2

A: We need to graph the given functionf(x)=x+1x&lt;-2-2x-3x≥-2

Q: Which is the graph of the function f O -1 ₁ ƒ (²) = (x - 1) O + 2?

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Q: If electricity is charged every 60 days by Kwh where the first 400 units are charged at a rate of…

A:

Q: Problem 2 Part 1 Explain the differences between a relation that is not a function, a function that…

A: We will try to analyse the definition related to the question.

Q: 4. Use the graph of f to answer the questions below: 4 3 2 -4-3-2-11 -2- -3 -4 y 1 2 3 4 X (a) What…

A: From the given graph. To find  (a) The domain of f (b) The range of f (c) The value of f(0) (d) The…

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.