b My Questions | bart X* Google TranslateO SSO - DashboardTi General ([SIAP-202 X6 (6) WhatsAppA Dasar-dasar Biopro X+->i drive.google.com/drive/folders/10_DzC9YxnUNJnuvolJj-x0awSTUSklTzThe following data are obtained in oxidation of pesticides present in wastewater by a mixed culture ofmicroorganisms in a continuously operating aeration tank3.D (h¯')S (Pesticides),mg/lX (mg/l)0.05151620.11252100.24502500.391002350.521402200.71802050.82240170Assuming the pesticide concentration in the feed wastewater stream as So = 500 mg/1, determine Yxs, ka, mm, andK.|Page5 I 1026°C19:56LINEBerawan25/04/2022..

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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 lifetime, X, of a particular integrated circuit has an exponential distribution with rate of λ=0.5 per year. Thus, the density of X is: f(x,x) = 1 e-^x for 0 ≤ x ≤ ∞o, λ = 0.5. λ is what R calls rate. Hint: This is a problem involving the exponential distribution. Knowing the parameter for the distribution allows you to easily answer parts a,b,c and use the built-in R functions for the exponential distribution (dexp(), pexp(), qexp()) for other parts. Or (not recommended) you should be able to use the R integrate command with f(x) defined as above or with dexp() for all parts. d) What is the probability that X is greater than its expected value? e) What is the probability that X is > 5? f) What is the probability that X is> 10? g) What is the probability that X > 10 given that X > 5? h) What is the median of X? Please solution USING R script
The following data were obtained for Experiment 4(b) with a silicon diode: V I (volt) (A) 0.30 75 0.25 28 0.20 10.6 0.15 3.3 0.10 1.2 0.05 0.36 0.0 0.01 -0.05 -0.13 -0.10 -0.15 -0.15 -0.19 -0.20 -0.19 -0.25 -0.20 -0.30 -0.20 -0.40 -0.20 (a) Plot a graph of I versus V. (b) Determine the saturation current Io for the diode from the graph of your measurements. (c) Linearise equation (4.8) showing all your work. (d) Do a linear regression analysis of the data and plot the best straight line through the points.
The life of an automotive component can be modeled by Weibull distributionα =6.2?105 and β =1.3.(i) Calculate the cumulative density function, F (t) Deming believes poor quality was not the fault of workers but as a result of poor management of systems for quality improvement.(ii) Do you agree with the statement? Why do you agree or disagree? (iii) Calculate the reliability function, R (t), and the hazard function, h (t) at the end of the rotating period of 36000 miles.
2. A printer ink cartridge has a life of X hours. The variable X is modeled by the probabil: S 400x-2 x > 400 density function f(x) = %3D otherwise Calculate a) median lifetime of these cartridges b) value of b such that P(X < b) = 0.6
7. Radar returns (power) are modeled in terms of the following (gamma) density, x X f(x) = ² ² e ²³ U (x) B (a) What is the value of B so that f(x) is a valid pdf? (b) What is the probability that the received power exceeds 2 units. (c) What is the probability that the received power is less tha 6 units. (d) What is the probability that the received power lies between 2 and 6 units (e) What is the probability that the received power is exactly 5 units. (f) If past observations have shown that the received power is always more than 3 units, what is the probability that the the received power will be less than 6 units. (g) What is theprobability that X²>4? (h) What is the probability that sqrt(X)>2?
F(z) denotes the cumulative normal distribution function. Refer to a calculator, computer algebra system, or online resource to obtain values of F(z).
Answer asap please
A repeatability test on a vortex flowmeter yielded the following 35 values of frequency corresponding to a constant flow rate of 1.4 x 10-2 m³ s-1: 208.2 207.4 208.7 209.7 208.8 209.6 208.9 208.0 208.6 208.4 209.2 209.2 207.6 210.2 208.5 208.3 208.6 209.4 208.7 208.4 207.7 209.3 208.7 209.1 209.0 208.1 208.9 208.2 208.6 209.2 207.6 208.1 208.8 208.1 208.5 (a) Using equal intervals of width 0.5 Hz, plot a histogram of probability density values. (b) Calculate the mean and standard deviation of the data. (c) Sketch a normal probability density function with the mean and standard deviation calculated in (b) on the histogram drawn in (a) (d) Comment on the repeatability test of the vortex flowmeter.
1. Find the area under the standard normal curve (μ = 0, 0 = 1) (a) outside the interval (-1, +1), (b) between -0.5 and +0.5. (c) to the right of 1.8.
Please answer this question in 30 minutes!!!!!
2.5 Y has a density function S0) = (2 y), 0 < y < 2 elsewhere Find the mean and variance of Y.

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