Permutation and Combination Crash Course For Beginners

Learn Permutation & Combination:- Basic to Advance level, Important Topic in Algebra 2 and in Pre-Algebra

Have you ever noticed that the mobile PIN you use can be drawn in several variations?

What you’ll learn

  • Real life application of permutation and combination.
  • Formulas.
  • 40+ Numericals.
  • Can solve any numerical of Permutation and Combination.

Course Content

  • Introduction –> 1 lecture • 3min.
  • Why to learn Permutation and Combination –> 1 lecture • 10min.
  • Concept Builder Sessions –> 6 lectures • 1hr 33min.
  • Permutation & Combination –> 8 lectures • 2hr 19min.

Permutation and Combination Crash Course For Beginners

Requirements

  • Basic calculation and students should have pen and paper to take the notes.

Have you ever noticed that the mobile PIN you use can be drawn in several variations?

Well, this is one of the examples of permutations and combinations. In layman’s words, a combination is when the order is not important, and permutation is when the order is important. With the help of permutations combinations, you can express a group of data in the form of sets and subsets.

It refers to the different ways of arranging a specific group of data. Both these concepts are vital not only in your board exams but also in all competitive examinations. Thus, you need to understand both concepts and the difference between permutation and combination as well.

In this course, at first, we will understand the application part of permutation and combination in the real world. Then we will see some concept-building sessions in which we will solve certain numerical which will act as a backbone to Permutation and combination and at the end, we will see the formula and the concept of PnC in depth.

This course is designed for all students provided he/she should be good in mathematical calculations

@ Roadmap

1) Real-life application of Permutation and combination.

2) Concept Building sessions

3) Formulas and the concepts of Permutation and combination.

4) Numericals

 

 

 

 

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