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

Q: Find the mean value of f(x) = |x| on the interval [-1, 4]. %3D

A: Given that: f(x)=|x| in [-1, 4]

Q: Q2/ Use the mid-ordinate rule with eight intervals, to evaluate 23sin² (x), correct to 3 decimal…

A: The mid-ordinate rule uses the midpoints of the subintervals to approximate an integral. The…

Q: on what intervals is f increasing?

A: Answer and explanation is given below

Q: What is The Extreme Value Theorem?

A: Given,           To define Extreme Value Theorem

Q: Use the midpoint rule when n=4 to estimate in m2 of a pool with measurements ;   3.1, 3.6, 3.4,…

A: Given: The measurements of the pool are: 3.1, 3.6, 3.4, 2.8, 2.5, 2.4, 2.4  To find: The area of the…

Q: intervals

A: We know that, Function of one variable y=f(x) is said to be one-to- one if a given value y of the…

Q: Find the mean value of f(x) = |x| on the interval [-1, 4] %3D

A: If you like the solution then please give it a thumbs up.. The Answer is:         mean = 8.5

Q: 3d) Determine the where Intervals flx) = /x+4 is concave क क्पाप्पपमा up

A:

Q: Use Simpson's rule to evaluate f, da, considering 8 sub intervals. (Approximate your answer to 3…

A: According to the Simpson's Rule : ∫abf(x)dx=b-a3nfx0+fxn+4fx1+fx3+.....+2fx2+fx4+....

Q: Given the function glx) = -, find the x-value that satisfies the Mean Value Theorem on the interval…

A:

Q: Find the intervals below 1.

A:

Q: which interval of Canvergante is agoce correct of Dower serios { 2-5) conver 6. 6. (0,10

A:

Q: What are the intervals for which the following is continous? g(x) = esqrt(x) / x

A:

Q: The lower limit in the lowest class interval should be equal to i. a. False O b. True

A: Frequency distribution table : A frequency distribution table is one approach to organize data to…

Q: Find the largest open intervals where the function f(x) = O (-∞, -1), (-1, ∞) O (-∞, -1) none O…

A: We have to find the largest subset where function concave upward

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: Find the P-value interval for the test value.                      χ 2 = 19.222  , n = 11,…

A: The type of test is left tailed test The value of sample size is, n = 11 The value of chi square…

Q: et x be the number of red balls among 3 balls randomly selected from a bag containing 9 black ball…

A:

Q: a) Evaluate x dx dy

A: Answer

Q: Identify the following as being discrete or continuous. 1). The amount of time it takes to do a…

A: Discrete data is a finite countable values  continuous data values falls in continuous sequence…

Q: d. Develop a 95% prediction interval for y when æ = 8 (to 2 decimals).

A: R code: library(readxl)df <- read_excel("C:/Users/ragha/Desktop/df.xlsx") model = lm(y~x,…

Q: 1. dt 1+1? (Use 8 intervals) 3.

A:

Q: How could the central limit theorem be used to gauge the probable size of the error of the estimate…

A: Given that A=0.2             P(A^-A<0.01)≈0.99

Q: [SADT] Use the Mean Value Theorem to establish the fact that, for х-1 X > 1, < Inx < x - 1. (DO NOT…

A:

Q: The average weight for a sample of Jersey cattle is 900 lbs.  The average weight of a sample of…

A:

Q: Find all intervals where f is increasing.

A: Given,           f(x) =-x6x + 273

Q: Explain the concept of linear interpolation. Using linear interpolation, find (3) for f(x) - 5*.…

A: It is given that fx=5x. We have to find the interpolation polynomial using the given function. We…

Q: 8. Use the Mean Value Theorem to prove fEC'la, b], f'(x) = 0 = f(x) = c

A: see below the answer

Q: solve for"x" -833 8<3 Give your ons werin intervals

A: Given,x7-8≤3we have to solve for x, and give answer in intervals

Q: Find all numbers, c, that satisfies the Mean Value Theorem for f(x) =x' on [1, 4].

A: Given: fx=x3.

Q: Define the interval measure?

A: Interval measure: It is defined as the distance between the attributes and does have meaning.

Q: Suppose X- Bernoulli(0.5), Y ~ Bernoulli(0.1), independent. What is Var(X*Y)? (Four decimal places.)

A: We have given that  X~Bernoulli(0.5) and Y~Bernoulli(0.1) Variance of Bernoulli distribution is…

Q: 00 ? Hint: use the ili Comparision Test Dees VI+x3 converge

A: Concept - By use of comparison test

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

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Q: Find the selutim and define the interval at which Junc fion is depme

A:

Q: /Use the mid-ordinate rule with eight intervals, to evaluate √²3sin² (x), correct to 3 decimal…

A:

Q: Show All Work and Label/ 16. What is the p-value that corresponds to z = -1.32?

A: z-value=-1.32

Q: On which intervals is the funcrion increasing and decreasing?

A:

Q: +4イ find the cyitical Points of fCks and the intervals on which the function is increasing de…

A:

Q: show that the x corrdinate gaurentted to exist for the mean value theorm for f(x)=1/x on the…

A: According to the mean value theorem, if the function f(x) is continuous on the closed interval [a,b]…

Q: Enter the lower boundary of the interval below

A: here given , sample mean  =  238.6  sample standard deviation  = 27.8  n=  25  Confidence level =…

Q: -33 / Use Simpson's rule with eight intervals, to evaluate ³³√2x² + 2, correct to 3 decimal places?

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Q: Find the relative error if is approximated to 0-667. 3

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Q: Use the Midpoint Rule to approximate 3.5 - 0.5 with n 4.

A:

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

A:

Q: To combine intervals, you can enter "U" for

A: Given,

Q: imagine you roll a single standard six-sided die twice. If F: The first roll is odd and S: The…

A: It is given that the event F denotes the first roll is odd and the event S denotes the second roll…

Q: Find all intervals where ƒ(x) = x4 - 8x3 + 18x2 is concave upward or downward, and find all…

A: Given: f(x)=x4-8x3+18x2

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: find the coHvergene interval 75 and rudius,test the end point intervat

A:

Set Theory

Every field in the present world involves a set. The theory of sets was developed by German mathematician Georg Cantor while working on the “problems of trigonometric series”.