Question

A school has 30 students on its Academic Decathlon team. To practice for the oral Super Quiz portion of the Academic Decathlon, they want to divide into smaller practice teams with equal numbers of students from each grade. There are a total of 6 freshmen, 12 sophomores, 4 juniors, and 8 seniors on the team. What is the greatest number of practice teams possible?
A. Write the prime factorization of the number of students in each grade.
B. Find the common prime factors of the numbers.
C. What is the greatest number of practice teams possible?

Answer 1

this is simple math, C is super easy :) and im sure you can just google how to find the prime factorization..... ik u can do this :)

Answer 2

my dad and I already tried.

Answer 3

ok give me a minute to answer your question for you :)

Answer 4

thank you

Answer 5

A: 12= 2 & 3 4= 2 8= 2 & 4 6= 2 & 3
B: 2
C: im still working on hold on :)

Answer 6

oh haha thank you ^^

Answer 7

takes alot of thinking power lmfao and alot of paper space :P

Answer 8

I know lol I'm trying to do my missing work and there is a lot of it. my brain is fried.

Answer 9

ok, i got it but i want you to do the last part, ok? so if you look at the numbers, they are all even numbers :) thats a good thing

Answer 10

okay haha thank you for the help with most of it :)

Answer 11

your welcome :)

Answer 12

-rubs head- gahh >.<