Question

counting question

Answer 1

hlp

Answer 2

The number of arrangements with the designated card at the left end is 4!
The number of arrangements with the designated card at the right end is 4!
Therefore the number of arrangements that are not allowed is (4! + 4!).
The total number of arrangements with no restrictions is 5!.
Therefore the number of arrangements with the designated card not at either end is given by:
5! - (4! + 4!) = you can calculate.

Answer 3

can u tell me how to solve by scientific calc@kropot72

Answer 4

npr or ncr

Answer 5

and how

Answer 6

Does your calculator have a factorial function, labelled x! ?

Answer 7

then wt

Answer 8

Then enter:
5 x! - (4 x! + 4 x!) =

Answer 9

oh ya i understand

Answer 10

but why u do only 4 +4 not 5+5

Answer 11

ok i

Answer 12

understand

Answer 13

but can i do it by npr or ncr

Answer 14

5P5 - (4P4 + 4P4) =

Answer 15

ok thnks man u are the best i ll be fan of u

Answer 16

You're welcome :)