[TAGALOG] PERMUTATION: With repetition, Distinguishable, nPr, Circular, taken all at a time.

PERMUTATION: Permutation with repetition, Distinguishable permutation, Permutation taken all at a time, Permutation of n objects taken r at a time (nPr), circular permutation, permutation without repetition made easy.
Hello everyone! This video will help you understand all types of permutations easily.
Permutation refers to the possible number of arrangements of a set of objects.
Distinguishable permutations refer to arrangements of objects where some objects are alike.
Circular permutation the number of arrangements of items in a circle when the order of items matters.
The number of permutations of n objects taken r at a time is determined by the following formula: P(n,r)=n! (n−r)! n!
The Permutation with Repetition is the simplest to determine.
Permutations Formula Taken All at a Time
= n!/0! = n!/1 = n!
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Mathematics 10- 3rd Quarter: PERMUTATION
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