🎓 Academic Coursehero- Twice Unlocking - Services

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Sorry po kung madami if ever po thank you so much :((
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Sorry po kung madami if ever po thank you so much :((
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Okay lang po yan lods

Here is your file kaizerd
Stay safe po ^^
 

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Eto rin po sana
Here is your unlock Mntally ill

Stay safe po^^

↓↓↓↓
Answer & Explanations
1. 5040 ways

2. 12 ways

3. 1260 ways

4. 60 ways

5. 60 photos

6. 3024 photos

7. 6840 ways

8. 1108800 words

9. 362880 ways



1. 60 permutations

2. 90720 permutations

3. 5040 ways

4. 6 ways

5. 5040 ways

6. 12 ways



Step-by-step explanation

1616678411299.webp

Image transcription text

O O n = 8 O Number of ways = (n - 1). = (8-1)! ( ) ( ) - 5040 ways B A and B to cit together. count Aand Bas one n = 4 C Number of ways = ( n- 1 ) ! = ( 4-1)! C 2 NI = 6 Number of ways for A and B to be ceated N2 = 2 ! N2 : 2 Total Number of ways - (6) ( 2 ) / = 12 3 ) 3 Math Permutation of n things of which 4 science gave alike, rare alike and co on : 2 English total = 9 books P : Number of ways = 9 1260 ways ( 3 ! ) ( 4 ! ) ( 2 ! ) 4 ) 287 7 72 There are 6 digits n ! P = Number of ways = 6 1 2 twos ( 2 ! )(3 ! ) Go ways 3 sevens 5) There are 5 people Total Number of photos = P (5, 3 ) Number of people Ineach picture = 3 P = ( n-r ) 1 ( 5- 3) , 60 photos n = 5 r= 3


1.
1616678738933.webp

Image transcription text

" ) n = 9 P ( 9, 4 ) 9 ! r : 4 (9 -4 ) 30 24 Photos 7 ) n : 20 P ( 20 , 3 ) : 20 ! r : 3 ( 20-3) 1 6840 ways 8) PHILIPPINES There are 11 letters P = n ! 9!r !.. 3 P 'S ( 3 ! )(3 ! ) 1 108 800 words 3 I'S 9 ) 10 people *lumber of ways = ( n - 1 ) ! = ( 10 - 1 ) ! = 362 800 ways 1 ) GREET = 5 letters girl... 2 1 - 60 permutations 2 E'S 2 ) WEDNESDAY p = hl 9 9 letters girl... ( 2 ! ) ( 2 1 ) 90 720 permutations 2 E's 2 D'S 3) RHOMBUS pen! 71 = 5040 ways 7 letters


2.
1616678780722.webp

Image transcription text

4 ) 4 people number - (n- 1) ! = (4- 1) = | 6 ways of ways 5 ) 8 people number = (n - 1 ) ! = ( 2- 1) ! 5040 ways of ways 6 ) A and B to sit together, count A and BUL one E C n = 4 humber of ways = (h-1 ) ! = (4-1)! C D C X , = 6 Number of ways for A and B to be seated X2 = 2 ! ; N/2 = 2 Total number of ways = (4) (2) = /12 way(​
 
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