Given the functions that you graphed in the previous question, seen below in a lettered list. Put them in order from slowest growing to most rapid growth. a.x² b. f(x) = 1 c. x.log(x) d. 2* e.log(x) f.x³ g. x h. x1.5

Q: 21. Reflect on the domain of y = log x. Explain why the value of x must be greater than zero.

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Q: Notice that the graph of y=log⁡(x−3)−1 has the same shape as the graph of y=log(x), and it has been…

A: Given :- The graph of  y=log(x-3)-1 has the same shape as the graph of y=log(x), and it has been…

Q: 1. Simplify the following much as you can. as (a) log, 16 log10 V10 (c) slok 5 (b)

A: Concept : properties of logarithm  loga(am) = m ; aloga(b) =b ; e loga(b) = loga(be) a) log2(16) b)…

Q: Some biologists at UCSB have carefully recorded the number of elephant seal births in the Channel…

A: Let us fit the curve.

Q: 9. The graph of the logarithmic function y = log1/2 x can be described as: a. decreasing and opens…

A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question…

Q: You are considered the first generation, your parents are considered the second generation, your…

A: Hi, thank you for the question. Since you have posted a question with multiple subparts, as per our…

Q: Graph both functions using the same set of axes. O A. O B. T(x) = 5*, f'(x) = log 5X Choose the…

A: Given :   f(x) = 5x       ........ Red line   f-1 (x) = log5 x      ......... Blue line

Q: f(x)=3 log3 (x-4)

A: The parent function is f(x)=log(x)To find the graph of the shifted graph

Q: Which of the following graphs represents the function below? (log (x + 3), x4

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Q: Starting with the figure below, graph the below function. For full credit you must graph the…

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Q: 9. log,x = -5

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Q: 4. Solve the following equations. Round answers to two decimal places. a. log₂(x) * log(x) = 4 b.…

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Q: Here is the graph of a logarithmic function. yf 4 2 1 1000 2000 3000 4000

A: We can obtain this information from the graph itself. We explain how to obtain the information in…

Q: 5. Simplify the following logarithms by expressing them in terms of logo x, logay, and loga z. a)…

A: For (a),     logaxz2Apply log rule:  logaxy=logax - logay=logax-logaz2=logax-2logaz