In how many ways can 8 new teachers be assigned to 14 classes at a school, if each must be in a different class?
The answer is 121080960
here is a link if you want te steps
π₯π±π±ππ°://π±π¦π«πΆπ²π―π©.π π¬πͺ/πΆ8π΅2π¬ππ¨π’
I cant post actual links on here so I had to use a different font, if you want the steps type out the link and dont try to copy and paste it
That isn't correct
bernie im w u dude im so lost
To find the number of ways 8 new teachers can be assigned to 14 classes, we can use the concept of permutations.
In this scenario, we need to assign 8 teachers to 14 classes, with the condition that each teacher is in a different class.
To calculate the number of ways, we'll start by considering the first teacher. They can be assigned to any of the 14 classes.
Once the first teacher has been assigned, there are 13 remaining classes for the second teacher to be assigned to.
Similarly, the third teacher can be assigned to one of the 12 remaining classes, and so on until the eighth teacher is assigned to one of the 7 remaining classes.
To calculate the total number of ways, we need to multiply the number of choices at each step.
Therefore, the total number of ways can be calculated as:
14 * 13 * 12 * 11 * 10 * 9 * 8 * 7 = 4,660,928
So, there are 4,660,928 ways to assign the 8 new teachers to the 14 classes, with each teacher being in a different class.