Use max-min inequality to estimate : 1 -x2 e

Q: What is the maximum/minimum pls

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Q: ) Calculate the interval ((x– 2s,x+2s) and, hence find the number of observations fall in the…

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Q: se R’s “pbinom()” function to verify Chebyshev’s inequality for k=2 and k=3 when X follows…

A: Given that, X follows Binomial distribution with parameters n=30 and p=0.2. Mean of Binomial…

Q: Find the absolute max and absolute min on the given interval.  f(x) = 3-x+x2  on [-infinity ,…

A: For Maxima and minima take the derivative of f(x) and equate to zero.

Q: Determine the largest open intervals of the domain over (-2,4)5- which the function is (a)…

A: In the question we have to find the interval.

Q: Express the set of numbers x satisfying the given condition as an interval. |3x + 5| < 1

A: 3x+5<1

Q: of a What are three possible outcomes when evaluating limits to ∞ and -∞ graph?

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Q: two maximum-paths

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Q: 91. How many x-intercepts can a function defined on an interval have if it is increasing on that…

A: An increasing function is a function which gives a greater value of the function for a greater value…

Q: Express the set of numbers x satisfying the given condition as an interval. |4x − 1| ≤ 8

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Q: What is the minimum

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Q: How are the Infinite limits useful?

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Q: Provide 3 examples of the application of derivates (minimum and maximum values).

A: It is a derivative problem

Q: Find the absolute maximum value of g(x) -2x2 + x – 1 over [–3,5].

A: “Since you have asked multiple questions in a single request, we will be answering only the 1st…

Q: Algebraically, find the absolute min and max of f(x) =x/1-x on [-1,1].

A: We have to find absolute maxima and absolute minima of f(x)=x1-x at  [-1,1] For doing this first, we…

Q: Explain the two-path test for nonexistence of limits.

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Q: Without using the graph, determine all critical points of e2x − 2x and classify them as local max,…

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Q: Let f(x) be the perimeter of a rectangle with an area 36units? and one side with length x. f(æ) =…

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Q: Find limit x appraoaches infinity  ( 2 -x - 1)

A: Given limit is limx→∞2-x-1=limx→∞12x-1 Now, x→∞⇒2x→∞⇒12x→0 Therefore, limx→∞2-x-1=limx→∞12x-1=0-1=-1…

Q: Express the set of numbers x satisfying the given condition as an interval. |x| ≤ 9

A: Given: x≤9 Formula Used: z≤a, a>0 then -a≤z≤a

Q: Use the algorithm for finding extreme values to determine the ABSOLUTE MAXIMUM and ABSOLUTE MINIMUM…

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Q: (Continuation of Exercise 73.) Use the Max-Min Inequality to find upper and lower bounds for c0.5 dx…

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Q: Show that  max {x, y} = (x + y + |x - y|)/2 Show that  min {x, y} = (x + y - |x - y|)/2

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Q: b) Find the intervals on which fis decreasing

A: The graph is drawn with a scale of 1 unit on x-axis and y-axis.

Q: 5- For the y= 3x V4-x², determine the absolute max and min values within its domain.

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Q: Evaluate dz using Simpson's one third rule with 6 intervals.

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Q: Find the absolute extreme values on the given interval. f (x) = 2a2 – a3 [1,3] Absolute Max:…

A: Given, fx = 2x2-x3  on the interval 1, 3 We have to find the absolute maximum and absolute minimum…

Q: Use the hinge Theorem or it’s converse and properties of triangles to write and solve an inequality…

A: Use the hinge Theorem or it’s converse and properties of triangles to write and solve an inequality…

Q: Find all numbers C in the interval [- 2, 2] guaranteed by the Mean Value Theorem for the function…

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Q: 8- What is the absolute max and min values of f(x)= x'e* on x€[-5,1]

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Q: . What does it mean to say that f142 is a local maximum valueof f

A: Given :            f(4) is a local maximum value of f.

Q: a. Find the intervals OF concavi ty and the 'inflecti o of -g(x)=x"-12x².

A: We will find the intervals of concavity and inflection points.

Q: (b) Using the mean value theorem, prove the inequality, (1+x)“ >1+ ax, where a >1 and x > 0.

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Q: 4. Prove that the interval (0, 1) does not contain a smallest value x.

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Q: Find absolute max/min

A: Compute the first derivative of given function and set it to 0 to get critical points.

Q: What is the maximum or minimum point for the ST

A: Consider the given function, y=x2-4 First derivative: dydx=ddxx2-4=2x-0=2x Double derivative:…

Q: A rectangular box without a lid is to be made from 272 of cardboard find the maximum value of such a…

A: Given that a rectangular box without a lid is to be made from 27 m2. We have to find the maximum…

Q: Use an inequality to describe a restriction on the value of x using the Hinge Theorem.

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Q: 3. Find the interval fconvergence of the Sevies : 1-3(x-4) + 9 x-4)-..

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Q: Find a point c satisfying the Mean Value Theorem for y=sqrtx on the interval [9,25]

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Q: Use the algorithm for finding extreme values to determine the ABSOLUTE MAXIMU OLUTE MINIMUM values…

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Q: Solve the rational inequality. Graph thẻ sôlutions. interval notation. x+4 <3 2x-1

A: Given: x+42x-1≤3

Q: Use the Cauchy-Schwarz inequality to solve the following max/min problem: If the (long) diagonal of…

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Q: When Can Pointwise Converqance preserve boundedness?

A: To prove -  When can point wise convergence preserve boundedness.

Q: Find , min/may values, inter vals intervals of increase/ decrease of concauity . fm=x3-3,²42

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Q: Find the class interval that contain the median

A: Given: No. of hours (h) Frequency 0≤h&lt;1 4 1≤h&lt;2 8 2≤h&lt;3 11 3≤h&lt;4 7

Q: Explain conditions for use of the t-procedures?

A: The conditions for the t-procedure are given below: If the sample size is larger (n≥30) or the…

Q: Suppose that 2 < f'(x) < 4 for all values of æ. Use the Mean Value Theorem to find values for the…

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