The video course contained two chapters of school boards & jee main importance.
1) Binomial distribution.
2) Height and distance
Some writeup about Binomial distribution - Height and distance
The binomial distribution is a probability distribution that describes the number of successful outcomes in a fixed number of independent trials, where each trial has only two possible outcomes: success or failure. The binomial distribution is determined by two parameters: the number of trials (n) and the probability of success in each trial (p). The probability of getting exactly k successful outcomes in n trials is given by the formula:
(n choose k) * p^k * (1-p)^(n-k)
A height and distance video course for JEE Main exam preparation is a study resource that covers the concepts and problem-solving techniques related to height and distance. The course may include video lectures, practice problems, and quizzes to help students prepare for the JEE Main exam. It may cover topics such as trigonometry, similar triangles, and basic geometry, which are important for solving height and distance problems.
The JEE Main exam is a competitive entrance examination for admission to undergraduate engineering programs in India. It tests students' knowledge and skills in mathematics, physics, and chemistry. Preparing for JEE Main requires a strong foundation in these subjects and a good understanding of the exam format and question types.
1) Get a full 4 Marks in Jee after completing the video course.
2) Understand the concepts in depth.
3) AIR 1233, IIT JEE Advanced 2022, studied from these lectures.
1) Class 11th Math's stream students.
2) JEE Main, MHCET, BITSAT and other state engineering aspirants.
3) School or Institute for their students in bulk.
4) Users, who wants to learn Binomial distribution, Height and distance
S. No. |
PDF Name |
File Type |
1 |
Height and Distance Lecture 1 |
Lecture Notes |
2 |
Height and Distance Lecture 2 |
Lecture Notes |
3 |
Binomial Distribution Lecture 1 |
Lecture Notes |
4 |
Binomial Distribution Lecture 2 |
Lecture Notes |
5 |
Binomial Distribution Textbook |
Textbook |