Remy's user avatar
Remy's user avatar
Remy's user avatar
Remy
  • Member for 7 years, 8 months
  • Last seen more than a week ago
26 votes

Probability of drawing all 4 balls

8 votes

Flipping a set of unfair coins

8 votes
Accepted

Probability - A Conceptual Doubt

8 votes

Confusion with regards to the phrase "exactly one of the events occurs"

6 votes
Accepted

DNA arrangement problem (ATGC)

6 votes
Accepted

Probability two withdrawn balls are the same color

5 votes
Accepted

Drawing balls from an urn with balls from 3 different colors

5 votes
Accepted

A box contains a penny, two nickels, and a dime. If two coins are selected randomly from the box, without replacement, and if X is the sum...

4 votes
Accepted

What is wrong with this attempt at figuring out the probability of drawing a 5-card poker hand with at least one pair?

4 votes
Accepted

Flaw within my method ? I know there is some subtle error but what exactly is it?

4 votes

Deriving the variance of the Bernoulli distribution

4 votes

Prove by a combinatorial argument that ${n \choose r}{r \choose s}={n \choose s} {n-s \choose r-s} $

4 votes
Accepted

Conditional Probability: Problem with 6 persons

4 votes
Accepted

Distribution of max and min

4 votes
Accepted

Conditional expectation and variance with coin flips

4 votes
Accepted

Condition probability involving 3 events

4 votes
Accepted

Probability of two heads given the probability of a head on a Saturday

4 votes

Joint distribution probability

4 votes

We throw a die $8$ times. What is the probability of obtaining exactly two $3$s, three $1$s, three $6$s?

3 votes
Accepted

If $7$ balls are distributed among three urns, what is the probability that one urn remains empty?

3 votes
Accepted

Simplification of Expression with Standard Normal CDF

3 votes

I flip a coin twice, it comes up heads twice. What are the odds it is a fair coin? (No prior estimate) Is this even answerable?

3 votes

Choosing Colored Ball, probability of second choice not knowing first

3 votes

Probability that $\displaystyle \vert x\vert +\vert y\vert +\vert z\vert +\vert x+y+z\vert=\vert x+y\vert +\vert x+z\vert +\vert y+z\vert$

3 votes
Accepted

Probability Poisson Distribution 90 and 110 calls in a 100 second period

3 votes

Prove that a number consisting only of $7's$ is prime one time

3 votes
Accepted

Expectation of $R$ in runs up and down test

3 votes
Accepted

Probability of throwing exactly 100 sixes on an unfair dice.

3 votes
Accepted

probability of winning $k$ out of $n$ games?

3 votes

Probability problem: $4$ kids hitting a balloon

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