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Questions (11)
A boat is located at a random location uniformly distributed inside of the circular
pool of radius 1 mile. The boat is tied by a
0 answers
470 views
You are driving a car and the speed is an exponentialy distributed random variable
with mean 50 (in miles per hour). The speed
0 answers
470 views
It is known that the number of people who enter a bank during a time interval of
t minutes is a Poisson random variable with the
0 answers
437 views
You are driving a car and the speed is an exponentialy distributed random variable
with mean 50 (in miles per hour). The speed
0 answers
1,051 views
It is known that the number of people who enter a bank during a time interval of
t minutes is a Poisson random variable with the
0 answers
514 views
Show that for random variables X, Y and Z we have
E[E[E[x|y]|z]] = E[X]:
0 answers
474 views
Consider the triangle with vertices (0; 0), (1; 0) and (0; 1). Let Z be a uniform
random variable in the interval [0; 1]. Draw a
0 answers
534 views
Break a stick of length 1 at a uniform location and then choose either of the two
parts with equal probabilities. If X denotes
0 answers
534 views
A machine prints out the number 1, 2, or 3 with equal probabilities. A machine
starts printing numbers independently one after
0 answers
409 views
You are driving a car and the speed is an exponentialy distributed random variable
with mean 50 (in miles per hour). The speed
1 answer
593 views
A boat is located at a random location uniformly distributed inside of the circular
pool of radius 1 mile. The boat is tied by a
0 answers
493 views
Answers (1)
You are driving a car and the speed is an exponentialy distributed random variable with mean 50 (in miles per hour). The speed limit is 60 miles per hour, and if your speed is x > 60 miles per hour, the probability you are stopped by the police is 1 -