find the mean, median and mode of the following. 44,72,51,36,11,29,91,39,76,61,35,49,64,63,36,35,43,41,72,22,53,36,62,51,35,47,74,85,51,49

Question

find the mean, median and mode of the following.  44,72,51,36,11,29,91,39,76,61,35,49,64,63,36,35,43,41,72,22,53,36,62,51,35,47,74,85,51,49

anonymous · Answer

that long

anonymous · Answer

Oh... I understand why you came here... but I'm not (nor is anyone else) going to do that lol

anonymous · Answer

hmmm.... lets see...

anonymous · Answer

Werewolf don't do it!! It's the Manhattan Project all over again!

anonymous · Answer

what?

anonymous · Answer

for the mean you add all of the values and divide by the amount of numbers there are, the median you put them all in numerical order and cross out left and right one by one until you get to the middle, that number is the median, the mode is the most repeated number, have fun

anonymous · Answer

Okie doke, for median you add all the numbers you have and divide

anonymous · Answer

Here's a realistic solution.

anonymous · Answer

if there are two medians......
add them together and divide by 2

anonymous · Answer

i guess (dont really remember)

anonymous · Answer

Or...use u-substitution to find the initial state of a qubit before it is observed in the plus/minus basis and use Grover's algorithm to search through a lattice of N indexes.

anonymous · Answer

uuhhh happytales?
that attachment deos not relate to the question....
and by the way.., the person who asked is not even on the question:)

anonymous · Answer

But that, sire, is the solution to women...

anonymous · Answer

huh? what do you mean.. solution to woman??

anonymous · Answer

well, whatever

anonymous · Answer

When dealing with pseudo userdata (proxies) and regular tables (assuming both have metatables but the regular table is actually indexing another "hidden" table so it can prevent the use of new indices even with rawset and table.insert)

anonymous · Answer

I know bloop I know but that's invalid!!! I've tried it 50 times!

anonymous · Answer

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