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Question 1: What is the Expectation of a 6-sided die roll?
4.5
3.5
5.5
2.5
Question 2: What is the Variance of a 6-sided die roll?
25/12
15/12
5/12
35/12
Question 3: What is the expectation of a n-sided die roll?
n
(n-1)/2
(n+1)/2
n/2
Question 4: What is the variance of a n-sided die roll?
$(n^2+1)/12$
$(n^2-1)/6$
$(n^2-1)/12$
$(n^2+1)/6$
Question 5: What is the expectation of a normal function with parameters var=0, $\mu=1$
0
1
2
-1
Question 6: What is the covariance of two independent variables?
1
E[XY]
0
var(X)*var(Y)
Question 7: What does the Central Limit Theorem state?
Variance equals mean
Standard deviation is always 1
All distributions are normal
The mean of sample means equals the population mean
Question 8: What is the formula for standard deviation?
mean/2
variance/2
√(variance)
mean²
Question 9: What is P(A|B)?
P(A)*P(B)
P(A)+P(B)
P(B)/P(A)
P(A∩B)/P(B)
Question 10: What is the expected value of a uniform distribution on [a,b]?
(b-a)/2
a
b-a
(a+b)/2
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