what is NPV of cash flow if y1 is -3000, y2 is 10000 and y3 is 3000 with discount rate at 0%
HI
If discount rate is 0% then
Net present value of cash flows will be equal to sum of the cash flows
Here Net present Value (NPV) = -3000 + 10000 + 3000
= 10000
Thanks
Let Y1, Y2, Y3 be the observation of X. X and Y1,Y2,Y3 are all
zero mean real-valued random variables.
We are to design a linear estimator.
SOLUTION IS PROVIDED ON THE BOTTOM.
DON'T NEED TO SOLVE THE PROBLEM
MY ONLY QUESTION IS:
In part C, c = E[X]
Please explain why the inside cancels out and c becomes
just E[X]
^This part
Let Y1, Y2, and Y3 be independent, N(0, 1)-distributed random variables, and set X1 = Y1 − Y3, X2 = 2Y1 + Y2 − 2Y3, X3 = −2Y1 + 3Y3.Determine the conditional distribution of X2 given that X1 + X3 = x.
Given y1, y2, and y3 as a function of x. In the same graph plot the three functions for x ?[-3,3] . Follow the form given below. function y1 Line style: solid, color: blue function y2 Line style: dashed, color: black function y3 Line style: dotted, color: red Label the x and y axis; x axis as (x), and the y axis as (y1,y2,y3), title the graph as (problem5), add a legend on the plot. y1=x^4-e^(-x) y2=x^2-x^3+25 y3=30-12x,
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4.
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