Do you think you knw the answer! =]?

Question

In how many different ways can you arrange the letters of the word TRIGONOMETRY?

Answer 1

you cant lol

Answer 2

Isn't it 12 x 11 x 10 x 9 x 8 x 7 x 6 x 5 x 4 x 3 x 2 (x1)?

Answer 3

144

Answer 4

12x12=144

Answer 5

There are lots of anagram tools on the Web. if you search on the phrase 'anagram finders' you'll get tons of links to sites. Then you enter the word and get back a list of anagrams. It's fun!

Answer 6

a lot of times.

Answer 7

its infinite!

rig

grit

tire

met

term

get

got

git

money

room

goon

ment

moon

yet

rite

one

..................................

it can go on

Answer 8

you can arrange them any way you want... but if you actually want to form legitimate words, it's a little harder.

Answer 9

bored huhh??? YOUR A LOSER GET A LIFE YOU DUMB BUTT UGLY BEOTCHHHH

Answer 10

It goes on  F.....o....r.....e....v......e.......r

Answer 11

The number of ways to arrange n objects is n! (n factorial, or the product of n with every positive integer less than n.)

For the 12 letters that works out to 479,001,600.