Vishaal Sudarsan's user avatar
Vishaal Sudarsan's user avatar
Vishaal Sudarsan's user avatar
Vishaal Sudarsan
  • Member for 7 years, 2 months
  • Last seen more than 1 year ago
10 votes

Find the limit $\lim _{n \to \infty}(n!)^{{\frac{1}{n^2}}}$

4 votes

To find the smallest value of 'k' for the following equation

4 votes
Accepted

A scenario where Markov's inequality give better bound than Chebyshev?

3 votes

Binomial distribution formula (another)

2 votes
Accepted

Alternate way of computing the probability of being dealt a 13 card hand with 3 kings given that you have been dealt 2 kings

2 votes

What exactly is an estimator? A function or the value of a function?

2 votes
Accepted

The U.S. Senate consists of $100$ senators, with $2$ from each of the $50$ states

1 vote

Difficulty finding Dual

1 vote
Accepted

$P(|X - 1| \geq 2)$ in terms of the distribution function $F_X$

1 vote

Show that f is density of bivariate normal distribution

1 vote
Accepted

Can you inverse conditional probabilities using De Morgan's laws (or similar)

1 vote
Accepted

Compute approximately the probability that more than 50 of the observations of the random sample are less than 3.

1 vote

How to find the coefficient of correlation

1 vote

number of ways to distribute different balls among children

1 vote

Is the law of large numbers satisfied for the sequence of random variables?

1 vote
Accepted

Probability question based on 2 distributors of an object

1 vote

using the digits 1,2,3,4 and 5, how many 3 digit numbers if the three digits can be formed if the first digit must be two and

0 votes
Accepted

Giving weights to an instance according to a normal distribution

0 votes

Find Probability density function on an arbitrary day

0 votes

How to prove that $\sum_{i<j}(X_i-X_j)^2=n\sum_{i=1}^{n}(X_i-\bar{X})^2$

0 votes
Accepted

Trouble with Gauss-Markov Theorem and with finding a Best "Non-Linear" Unbiased Estimator

0 votes

$X_1, X_2, \cdots, X_n$ : i.i.d. $\sim \text{Bernoulli}(p)$. Then $\bar{x}$ is an unbiased estimator of $p$.

0 votes

Calculation of $\lim\limits_{n\to \infty }\frac {(2n)!}{(2^n(n)!)^2} $

0 votes

Finding the expected number of a certain colored ball drawn from an urn in k draws

0 votes

Probability mass function of X (Poisson distribution) with random parameter λ (Uniform distribution)

0 votes

Asymptotic variance of MLE of normal distribution.

0 votes
Accepted

STAT 110 over-lapping courses

0 votes

Factorization theorem proof question

0 votes

How to prove that covariance equals $ cov[Y'AY, Y'BY]=2 \sigma^{4} tr (AB)$

0 votes

The expected payoff of a dice game with n above 3 or in general any number