Not sure how to approach these. Can they be solved using Stata? a. If Y is...
Not sure how to approach these. Can they be solved using Stata?
a. If Y is distributed N(2,5), find Pr(Y>1).
b. If Y is distributed t12, find Pr(Y>2.18).
c. If Y is distributed t60, find Pr(-1.67≤Y≤1.67).
d. If Y is distributed N(0,1), find Pr(-1.67≤Y≤1.67).
e. Why are the answers to (c) and (d) approximately the same?
Homework Answers
Yes they can be, i dont have Stata. I have solved them manually.
e)
dof in part (c) is high so it is approximately acting as standard
normal distribution.
Add Answer to:
Not sure how to approach these. Can they be solved using
Stata?
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Please complete the above question using STATA software. I am not sure what you mean when...
Please complete the above question using STATA software.
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5) Simulate data according to the following. Please provide a log ile and any supporting exhibits x = 12 ,50 e N(0,1) a) Provide an estimate of the coefficients in y + + є b) Are Bi,B2 "near" the true values? c) Store the coefficients in a matrix...
1. [30 pts! Let Yǐ follow a moving average process of order 1 (ie, MA(1): where e is a white noise process with N(0,1). Suppose that you estimate the model using STATA. You obtain ê-1, ê-0.5 and ớ2-1...
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An equation in the form with is called a Bernoulli equation and it can be solved...
An equation in the form
with
is called a Bernoulli equation and it can be solved using the
substitution
which transforms the Bernoulli equation into the following first
order linear equation for
:
Given the Bernoulli equation
we have
so
.
We obtain the equation
.
Solving the resulting first order linear equation for
we obtain the general solution (with arbitrary constant
) given by
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and
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to find
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Please complete the above question using STATA software.
I am not sure what you mean when you said you cannot complete it
in the space provided- only a log file is needed.
5) Simulate data according to the following. Please provide a log ile and any supporting exhibits x = 12 ,50 e N(0,1) a) Provide an estimate of the coefficients in y + + є b) Are Bi,B2 "near" the true values? c) Store the coefficients in a matrix...
1. [30 pts! Let Yǐ follow a moving average process of order 1 (ie, MA(1): where e is a white noise process with N(0,1). Suppose that you estimate the model using STATA. You obtain ê-1, ê-0.5 and ớ2-1. You also know e,-2 and E1-1-3. (a) Obtain the unconditional mean and variance of Y (b) Obtain Cor(Y, Yi-1). (c) Obtain the autocorrelation of order 1 for Y
1. [30 pts! Let Yǐ follow a moving average process of order 1 (ie,...
An equation in the form
with
is called a Bernoulli equation and it can be solved using the
substitution
which transforms the Bernoulli equation into the following first
order linear equation for
:
Given the Bernoulli equation
we have
so
.
We obtain the equation
.
Solving the resulting first order linear equation for
we obtain the general solution (with arbitrary constant
) given by
Then transforming back into the variables
and
and using the initial condition
to find
....
Please help! The answer is 105 degrees and I'm not sure how they
solved it using the law of cosines
Fi t. The law oe casnes can be used ts hnd the megnituds oe the resultant force FFF cosih los Fi
A first order linear equation in the form y' + pay = f() can be solved by finding an integrating factor H(x) = exp() P(a) dx) (1) Given the equation xy' + (1 + 5x) y = 8e 5 sin(4x) find () = (2) Then find an explicit general solution with arbitrary constant C. y = (3) Then solve the initial value problem with y(1) = e-5
Test the hypothesis using the P-value approach Be sure to verify the requirements of the test Ho p=0.64 versus H, p<0.64 n=150, x=84 c = 0.1 Is npo (1-Po) 210? O No O Yes Use technology to find the P-value P value - (Round to three decimal places as needed) because the P value is that a
You are an engineer tasked with making sure that this problem is solved correedy. There ane hree force vectors acting on an object (a) [2 points] Sketch an x-y coordinate and label all three vectors with the following attributes: A has a magnitude of 1054 N at an angle of 138° as meas ured counter-clockwise from the positive x-axis. B has a magnitude of 642 N at an angle of 35" as measured counter- clockwise from the positive x-axis. C...
Please help me understand this?!?
Im
not sure how to approach this problem
2. For this problem, consider the Lition a. Draw a sketch to show the protons and electrons involved in this system b. Using atomic units, write the Born-Oppenheimer approximation for the Hamiltonian c. Using perturbation theory, calculate E© for the ground-state of Li in units of Hartree. d. Using perturbation theory, set up (but do not solve) the calculation for E of the ground- state of Li+
(1 point) A first order linear equation in the form y +p(x)y -f(x) can be solved by finding an integrating factor H(x)exp /p(x) dx (1) Given the equation xy + (1 + 4x) y-6xe_4x find (x)-| xeN4x) (2) Then find an explicit general solution with arbitrary constant C (3) Then solve the initial value problem with y(1)e
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