h(2)Below is the graph of the derivative of some function.1.5(a) Sketch the graph of a possible original function.(b) Is it possible there is a different original function? If yes, sketch its graph. If not, explainwhy not.Wite 1

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Answered: Below is the graph of the derivative of…

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015

1st Edition

ISBN:9781680331141

Author:HOUGHTON MIFFLIN HARCOURT

Publisher:HOUGHTON MIFFLIN HARCOURT

Chapter8: Graphing Quadratic Functions

Section: Chapter Questions

Problem 17CT

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1(e) Answer with "true or false". In addition, if the answer is false, correct the statement. For any function f(x) - a^x the derivative function is (shown in the picture). If the answer is false, correct the statement.
Below is the graph of the derivative ?′(?)f′(x) of a function defined on the interval (0,8). You can click on the graph to see a larger version in a separate window.
In this model, the period immediately after the stock is issued offers excess returns on the stock—that is, the stock is selling for more than it is really worth. One such model for a class of Internet IPOs predicts the percent overvaluation of a stock as a function of time as R(t)=250(t2/(2.718)3t) where R (t) is the overvaluation in percent and t is the time in months after the initial issue. a. Use the information provided by the first derivative, second derivative, and asymptotes to prepare advice for clients as to when they should expect a signal to prepare to buy or sell (inflection point), the exact time when they should buy or sell (local maximum and minimum), and any false signals prior to a horizontal asymptote. Explain your reasoning. please type answer.
34 - What is the value of the first derivative of the function at x = 2? A) 2B) 1C) -2/3D) NO derivativeE) 0
Example: Let f(x)=x^2-1/x^2+1 The first derivative is shown in the image below.
5.2(4) PLEASE SHOW YOUR WORK STEP BY STEP THANK YOUUU :)) Calculates the second derivative of the function (shown in the image) Determines the intervals on which the graph of the Function is concave upwards and the intervals on which it is concave downwards.
Solve the following problem usingpartial derivatives.A certain paper-cutting machine produces varioussizes when increasing the length of a rectangularpaper by 6 cm each second while simultaneouslydecreasing its width by 5 cm each second. At acertain instant, the paper is a square with side oflength 30 cm. What is the rate of change of the areaof the paper at that instant?
1(a) Answer with "true or false". In addition, if the answer is wrong, correct the statement. To obtain the derivative of the function (shown in the image) it is the derivative of a Constant function, which gives f' (x) = 0.
Using forward low accuracy formula , find the second derivative of the function at x = 5Using a step size of h = 0.25 f(x) = - 4/10x4 - 99/100x3 - 661/1000x2 - 0.25x + 6
simple question draw the correct graph of the derivative of the function given below.
Using forward high accuracy formula , find the first derivative of the function at x = 5Using a step size of h = 0.25 f(x) = - 4/10x4 - 99/100x3 - 661/1000x2 - 0.25x + 6
Using backward low accuracy formula , find the second derivative of the function at x = 5Using a step size of h = 0.25 f(x) = - 4/10x4 - 99/100x3 - 661/1000x2 - 0.25x + 6

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Below is the graph of the derivative of some function. 1.5A 15 (a) Sketch the graph of a possible original function. (b) Is it possible there is a different original function? If yes, sketech its graph. If not, explain why not.