Question

find the prime factorization of 11!

Answer 1

first write it all out, then factor the numbers that are not prime

Answer 2

wouldn't u factor the numbers that are prime

Answer 3

you cannot factor a prime number
that is why it is called prime

Answer 4

so ur saying the answer is all of the composite numbers? what?

Answer 5

start with
\[11\times 10\times 9\times 8\times 7\times 6\times 5\times 4\times 3\times 2\]

Answer 6

then factor the numbers that can be factored, like for example \(10=5\times 2\)

Answer 7

so it would be 2,3,4,5

Answer 8

or 2x3x5

Answer 9

something like the second one

Answer 10

you have a lot more work to do
you have to factor all the numbers that you can

Answer 11

i think i did...i showed the work on my paper

Answer 12

\[11!=2^\text{number of even terms +1}\times3^\text{number of terms divisible by 3+1}\\
\qquad\times5^\text{no. of terms divisible by 5}\times7^{1}\times11^{1}\]

Answer 13

so,
\[11!=2^8\times3^4\times5^2\times7\times11\]

Answer 14

thanks, i got it