Suppose the time it takes a data collection operatorto fill out an electronic form for a database isuniformly distributed between 3 and 4.5 minutes.The cumulative distribution function of the time ittakes to fill out the form is given below:0,for x < 3F(x) =k(x – 3), for 3 < x < 4.5-1,for 4.5 < xDetermine the value of k. Give your answer to twodecimal places.

Answered: Suppose the time it takes a data…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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The loss amount, X, for a medical insurance policy has cumulative distribution function: for x 4 Calculate the mode of the distribution.
SOLVE THE FOLLOWING PROBLEM AND SHOW YOUR COMPLETE AND DETAILED SOLUTIONS FOR BETTER UNDERSTANDING.
Compute the upper and lower limits for the following data at a 95% CI, when M1 = 20, M2 = 15, t = 2.145 (this is the t-value you would get from the table), and S(M1-M2) = 1.34.
4 Sketch the graph of the following functions, within the specified domains and hence determine their range. a fix) = -x, for -3 SxS3 %3D b g(x) = for -4 SxS4 c hx) = 2x12, for -2 SxS2
Let X = number of errors per 500 lines of software code. Suppose it is known that E(X) = 4.11 and E(X²) = 17.63. What is Var(X)? Answer:
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Highway engineers use f(x) = (0.905)* to estimate the likelihood, or probability, that no vehicle will enter a particular intersection within an interval of x seconds. Construct a table of f(x) = (0.905)* starting at x = 0 and incrementing by 10, until x = 50. a. Evaluate f(1) and interpret the result. b. For a time interval of what length is there only a 2% chance that no cars will enter the intersection?
SOLVE THE FOLLOWING PROBLEM AND SHOW YOUR COMPLETE AND DETAILED SOLUTIONS FOR BETTER UNDERSTANDING.
6b
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