need answers for E, F, and
G
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Need only part e,f and g. Need only part e,f and g. Need only
part e,f and g. Need only part e,f and g. Need only part e,f and g.
Need only part e,f and g. Need only part e,f and g. Need only part
e,f and g. Need only part e,f and g. Need only part e,f and g. Need
only part e,f and g. Need only part e,f and g. Need only part e,f
and g. Need only...
I only need the answers to (e), (f) and (g)
[2.5 points] If two random variables have a joint density given by, f(x, y) = k(3x + 2y) 0 for 0 < x < 2, 0 < y < 1 elsewhere (a) Find k (b) Find the Marginal density of Y. (c) Find E(Y) (d) Find marginal density X. |(e) Find the probability, P(X < 1.3). (f) Evaluate f1(x|y); (g) Evaluate fı(x|(0.75))
Please don't copy the answers from the book solutions, I need an
answer to a,b,c,d,e,f,g and h.
thanks
Match each the following statements with the appropriate type of auditors' report (each auditors' report may be used once, more than once, or not at all): A. Adverse. D. Disclaimer Q. Qualified S. Standard unmodified. Agree (A) or Disagree (D) Statement a. The report should begin with "CPA's Report" at the top. b. The report is ordinarily addressed "to whom it may...
only need answers e, f, g
1. Oscar and Elmo make up a simple exchange economy where the only goods are books and cookies. Total books 10 Total cookies 5 a) Elmo has 7 books and 2 cookies. Draw the Edgeworth box. Label the endowment with w and how much each person is consuming (or reading) at that point. Also label Elmo's origin (OE) and Oscar's origin (Oo), and label along which axis each good is increasing for each person...
I need help with E, F, and G. I have provided the answers for parts A-D. Zan Azlett and Angela Zesiger have joined forces to start A&Z Lettuce Products, a processor of packaged shredded lettuce for institutional use. Zan has years of food processing experience, and Angela has extensive commercial food preparation experience. The process will consist of opening crates of lettuce and then sorting, washing, slicing, preserving, and finally packaging the prepared lettuce. Together, with help from vendors, they...
(8) Let E C R" and G C R" be open. Suppose that f E G and g G R', so that h = go f : E → R. Prove that if f is differentiable at a point x E E, and if g is differentiable at f (x) E G, then the partial derivatives Dihj(x) exist, for all and j - ...., and 7m に! (The subscripts hi. g. fk denote the coordinates of the functions h, g....
just need to answer (e , f , g )
5. Prove that the following languages are not regular (a) L = {a"bak : k-n +1). (b) L = {a"bak : k n +1). (c) L = {an blak : n = l or l k} Chapter 4 Propertics of Regular Lauge Chapter 4 Properties of Regular Languages (d) L = {anl/ : n > 1). (e) L= {w: na(w)メnb (w)). (f) L = {ww : w E {a,b)').
E, F, and G in a sample space S. Assume that Pr[E]=0.5, Pr[F]=0.45, Pr[G]=0.55, Pr[E∩F]=0.3, Pr[E∩G]=0.3,and Pr[F∩G]=0.25. Find the following probabilities Pr[E∪F] = Pr[F′∩G]= Pr[E′∩G′]=
only need e,f,g,h
In the figure a solid sphere of radius a = 2.10 cm is concentric with a spherical conducting shell of inner radius b = 2.00a and outer radius c= 2.400. The sphere has a net uniform charge q1-6.10 fC; the shell has a net charge q2--q1. What is the magnitude of the electric field at radial distances (a)r-0cm, (b)r- a/2.00, (c)r- a, (d)r 150a, (e)r- 2.30a, and (f) r 3.50a? What is the net charge on the...
need help please with clear answers
6. (a) Below are the graphs of f'(x) and f'(x). On well-labeled axes, draw a graph of f(x) which has these first and second derivatives. Explain why your answer is correct "(x) (b) Below is the graph of the function g. Using a table like the one next to the graph, indicate whether 9.9.g" are positive, negative or zero at each of the labeled points. g(x) Pointg g' g