L1 QM Linear Regression Topic: We are sharing 3 Audios (by Sanjay Sir) & an Excel sheet for L1 candidates. Find the same in Answers Section. Contains: 1. Standard Error of b1 hat 2. Standard Error of b0 hat 3. How to ...

Presenting 2 statements…Decode them: Statement 1 – A positively skewed distribution is characterized by many small losses & a few extreme gains. Statement 2: A negatively skewed distribution is characterized by many small gains & a ...

Given that sales could be high or low find p(low). given unconditional p(1.76) = 0.24 even ...

Given that sales could be high or low find p(low). given unconditional p(1.76) = 0.24 even hand writtern donot consider the question wrong.

Given that sales could be high or low find p(low). given unconditional p(1.76) = 0.24 even hand writtern donot consider the question wrong.

Given that sales could be high or low find p(low). given unconditional p(1.76) = 0.24 even hand writtern donot consider the question wrong.

An investor has a $12,000 portfolio consisting of $7,000 in stock P with an expected return of 20% and $5,000 in stock Q with an expected return of 10%. What is the investor’s expected return on the portfolio? A) 15.8%.

Given a stated annual interest rate of 6% compounded quarterly, the level amount that, deposited quarterly, will grow to £25,000 at the end of 10 years is closest to:   Can anyone explain working in calculator? I found EAR as 6.1678 after that?

I get confused in the sum about when to use beginning mode or a end mode in the sum can someone please simplify me ?

In Probability application, I understand the topic and am able to do questions just after that but after sometime I just get confused and seem to forget the topic and I have not registered for exam , so I don’t ...

A random variable X follows a normal distribution with a mean of 1.0 and a standard deviation of 1.0. The probability that X is greater than zero is closest to: 0.50. 0.68. 0.84.

solution for the below If a random variable X is normally distributed with a mean of 2 and it is known that exactly 2.5% of observations fall above 5, the variance of X is closest to: 1.5. 2.3. 3.3.