Suppose that X, Y, and Z are random variables with X ~ Bin(16, 1/4), Y Geom(1/2), and Z Poisson(5). Suppose further that X and Z are independent but that X and Y are not independent. Match up the following quantities. Var(X Z) Drag answer here E(Y? + Z) 23 Drag answer here E(4Y- 2Z) Cannot be determined Drag answer here Var(2X +Y) Drag answer here 36 Var(X+2Z) Drag answer here

Q: Please answer 11

A:

Q: Evaluate 24

A: Explanation of the answer is as follows

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A: given that n=1000 p=0.02

Q: to 48x

A: Given expression is:

Q: Write a number less than 900 that rounds to 900 when rounding to the nearest hundred. Wh

A: Any number between 851 to 899

Q: please answer 35

A: The given differential equation is       3y’’’ + 5y’’ + y’ - y = 0  . . . . . . . . . . . . (1)…

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A: (a) Given that the percentage of stadiums have just built in the past 20 years is, P=15%=15/100=0.15…

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A: 8) Given functions are: gx=12xfx=x-6 Now, put x=4 in gx and x=2 in fx g4=124=3 h2=2-6=-4 Therefore,…

Q: Number 284

A: Given revenue function: R(x)=-x2+8x