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03-10-2018, 03:23 AM
Post: #1
[GET] Become a Permutations and Combinations Master
Become a Permutations and Combinations Master by Shilank Singh
Learn everything from Permutations and Combinations with 60+ solved examples

https://www.udemy.com/become-a-permutations-and-combinations-master/?couponCode=FREEPERCOM19

* Limited slots. Hurry!
* Coupon\link works at time of posting.
* Gift of +reps appreciated :-)

Instructors provide free courses or free coupons for premium courses in order to get active students and feedback to better their courses. Please participate in the courses and provide positive and constructive course reviews to encourage instructors and help improve courses.
03-10-2018, 04:42 AM
Post: #2
RE: [GET] Become a Permutations and Combinations Master
I'm trying to figure out all the permutations and combinations of reps I can add for you ;-)
“Thinking very often resembles napping, but the intent is different. --Stephanie Plum”
03-10-2018, 04:04 PM
Post: #3
RE: [GET] Become a Permutations and Combinations Master
Thanks and Reps+
02-21-2020, 03:00 PM
Post: #4
RE: [GET] Become a Permutations and Combinations Master
New Coupon: 42rock


https://www.udemy.com/course/become-a-permutations-and-combinations-master/?couponCode=FREEPERCOM
+Reps are always welcome!

Health and good life.
01-12-2021, 03:48 AM
Post: #5
RE: [GET] Become a Permutations and Combinations Master
New Coupon:
https://www.udemy.com/course/become-a-permutations-and-combinations-master/?couponCode=FREEPERCOM3

This course includes:
6 hours on-demand video


What you'll learn

Fundamental Principal of Counting
Factorial
Different cases of Permutations such as word formation, Circular Permutations, etc.
Different cases of Combinations such as selection of teams.
Application of Permutations and Combinations to Number Theory
Division into Groups
Arrangements in Groups
Derangements
Application of Multinomial Theorem to solve problem of Permutations and Combinations
To find number of rectangles and squares in a given block of squares arranged in the form of rectangles or squares
Exponent of Prime p in n!
Some other important results
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