MATH 10-PERMUTATION STATISTICS AND PROBABILITY

STATISTICS AND PROBABILITY

1. PROBABILITY PERMUTATION

2. Table Of Content PERMUTATION COMBINATION PROBABILITY

3. Illustrates the permutation of objects Solves problems involving permutations LEARNING COMPETENCIES

4. PICK POCKET MATH NUMBER TRICK Multiply your age by two. Then add five. Multiply the previous sum by fifty. Add the amount of pocket change, but do NOT count any change that is over 1 dollar. Subtract 365. Add 115. MATH MAGIC TRICKS

5. Permutation Formula Repetition Without Repetition The term permutation refers to a mathematical calculation of the numbers of ways a particular set can be arranged. P(n, r)=n!/(n-r)! Where: n =total items in the set; r= items taken for the permutation; “!” denotes taking the factorial With repetition, you can make different combinations with different objects. The data is not restricted by how many times it can appear so you can use the data more than once. In this case, one item is removed from the list each time you have to come up with a new permutation. Put simply, the available choices for permutations dwindle as you go along. PERMUTATION

6. $8.6 M Total Amount : You can use presentation media in the form of a combination of images, videos, graphics, tables and others with a good visual appearance so that the presentation is more attractive. 7 EXAMPLES OF PERMUTATIONS IN REAL-LIFE SITUATIONS 50% 20% 10% 20%

7. $8.6 M Total Amount : You can use presentation media in the form of a combination of images, videos, graphics, tables and others with a good visual appearance so that the presentation is more attractive. 1. FORMING WORD ANAGRAMS Anagrams are different word arrangements that you can form from using the same set of letters.

8. $8.6 M Total Amount : You can use presentation media in the form of a combination of images, videos, graphics, tables and others with a good visual appearance so that the presentation is more attractive. 2.PROTEIN FORMATION IN THE BODY Proteins are formed from string-like structures that contain an arrangement of amino acids..

9. $8.6 M Total Amount : You can use presentation media in the form of a combination of images, videos, graphics, tables and others with a good visual appearance so that the presentation is more attractive. 3. WORKING OUT THE WAYS TO WIN A LOTTERY If you play a lottery game, you may want to know what your odds are for winning the prize.

10. $8.6 M Total Amount : You can use presentation media in the form of a combination of images, videos, graphics, tables and others with a good visual appearance so that the presentation is more attractive. 4.Number of seating arrangements This problem would be no different from finding out the number of ways 7 people can form a queue (straight line).

11. $8.6 M Total Amount : You can use presentation media in the form of a combination of images, videos, graphics, tables and others with a good visual appearance so that the presentation is more attractive. 5.CRACKING CODES Understanding permutations can help one in the science of breaking or creating codes (also called cryptography).

12. $8.6 M Total Amount : You can use presentation media in the form of a combination of images, videos, graphics, tables and others with a good visual appearance so that the presentation is more attractive. 6.FINDING OUT THE NUMBER OF AVAILABLE PHONE NUMBERS If the phone numbers should all consist of 10 digits and can use 0 to 9, an example of one such number could be: 5653278065

13. $8.6 M Total Amount : You can use presentation media in the form of a combination of images, videos, graphics, tables and others with a good visual appearance so that the presentation is more attractive. 7.ORDER IN WHICH CONTESTANTS FINISH A RACE We can use permutations to find the different number of ways competitors will finish a race. For example, if 10 people are running a marathon race, we can use factorials to calculate the number.

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15. Our Portofolio You can use presentation media in the form of a combination of images, videos, graphics, tables and others with a good visual appearance so that the presentation is more attractive.

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