Answer: The required number of different groups is 32468436 and it is calculated by the number of combinations because position of songs does not matter.
Step-by-step explanation: Given that Sean has 56 songs on his MP3 player and he wants to randomly select 6 of the songs to use in a school project.
We are to find the number of different groups of 6 songs that could Sean select.
Since Sean needs 6 different groups of songs, so the position of the songs do not matter. That is, we will use combination here.
Therefore, the number of different groups of 6 songs is
Thus, the required number of different groups is 32468436 and it is calculated by the number of combinations because position of songs does not matter.
Lo unico que haces es mover comas segun la cantidad de seros que tenga
proseso paso a paso
23 dividido entre 100= 0,23
To find out, all you have to do is divide 91980 by 36. Doing this will give you the result 2,555. This means that 36 can go into 91980 2,555 times.
10.3=0.6y
30=0.6y
y=30/0.6
y=50
Answer:
Step-by-step explanation:
the solution is found above in the diagram.