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4·USEFUL THEORETICAL PROBLEMS Tn (26) Assume the Binomial distribution, with pmf given by: pn(k) n- ptq 12 where p +q (a) Prove that >Pn(k)1 (b) Find kp(k) (c) Find > kp(k) (d) Find kp(R)kp(k) (27) Assume the Poisson distribution, with pmf given by: p(k)exp (-X).1 (c) Find Σk2p(k) a) Prove that > p(k)- 1 (b) Find Σ kp(k) (d) Find | Σ k-p(k) )-1 Σ kp(k) Use Poisson 10 Use...
Not sure how to use the software. Please help find 1. b and c and
2.
(1 point) Ten randomly selected people took an IQ test A, and next day they took a very similar IQ test B. Their scores are shown in the table below Person A|B| C | D EFİGHTİJ Test A 96 90 108 101 7683 109 114 129 Test B 99 92 109 1037485 112 112 13094 1. Consider (Test A - Test B). Use a...
please explain how you do part (b) clearly.
Given the curve x-t5, y--t+4t +3, find the exact values: 18) a) of the coordinates of the leftmost point on the curve. (Use Calculus and show your work). b) of the parameter t where the graph crosses itself. (Use any method you wish - but show your work). c) of the parameter t where the slope of tangent line to the curve is(Use Calculus and show your work).
Given the following A 3e-31 B For parts a to c do the problems by hand and show vour work. For part d verify your work with MATLAB a) Find B and D in both rectangular and exponential form (please note b) Using the rectangular forms do the following A-B C+d, then find c) Use the exponential forms in part a and do AC and AB/D find the results d) Use MATLAB to check your answers for each part and...
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(b) Show that is a basis for R2. Hint : Do you need to show spanning and linear independence? If not, state why.
Please use Bayes theorem and show work/reasoning. Thank you
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PROBLEM 2 It is known that there is a 5% probability that a visitor to a particular e-commerce website will actually buy something. Assume that you are interested in a group of 20 visitors to this we bsite. a) What is the probability that none of the 20 visitors will buy something? b) How many of the 20 visitors do you expect to buy something? c) What is the probability...
Use minitab if possible. If it is, please show step by step
process of how you did it.
Surface roughness of steel is investigated. The method of surface manufacturing largely determines roughness of the surface. One of the parameters to describe the roughness is Rz, the maximum height of the surface irregularities profile. R (in um) is measured for 21 random places on the surface of forged details and 21 random places on the surface of casted details as follows....
Hi could you please show me how to do this? Thank you
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7.6 points Use the method of Lagrange multipliers to find the minimum value of f(x,y) = x2 + y2 on the line 2 + y = 12.
please show and explain all work. i am not understanding how
to do this.
Find the equation of the tangent line to the graph of f(x) at the given point. f(x) = V12x + 24 at (1,6) Show all your work on the paper and submit it on Canvas. The equation of the tangent'line to the graph of f(x) at the given point is
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(a) -3.658738 (b) -0.473997 (c) -0.103697 (d) -0.668459. Let Y be a random variable. In a population, Y 44. Use the central limit theorem to answer questions 33 & 34 (Note: any intermediate results should be rounded to four decimal places). 67 and 33. In a random sample of size n = 165, find Pr(Y < 88) (a) 0.9582 (b) -0.4739. (c) 1.0000. (d) 1.6587 124, find Pr(90 <Y< 92) 34. In a...