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i imagine there is no one answer to this question The following list of angles would meet the requirements 59,60,61,61,149,150 ( = 540 degrees )
ooops thats wrong - I have 6 angles there 1 only 5 in a pentagon!
and the median is not 61 as well
61 is middle angle since its the median
i don't get what "there is only one mod" mean
so we have -- -- 61 -- --
yes, you are right
- i guess one angle occurs twice? or it could occur 3 times?? - thats still only one mod right?
yes, you are right
what if we had 61 , 61,61 how many degrees left? 540 - 183 = 357 so other 2 angles could be 179 and 178
that would fit
- hasn't that list only got one mode?
its an odd question
- i think this might be the only solution because 3 61's is the only combination that will all ow the last 2 numbers to less than 180 degrees and different
Please 61 is the Median and yes two angles can be 61 which means the other 3 have to be same to be a mode of which there can be only one. Now 61*2=122 So, 540-122= 418 418/3 = 139.33333.. Now something isn't right here or my understanding incorrect
We can turn it into one mode. :) as what welshfella said, it can be 61-61- 61 and n, n 540-3*61 = 357, that means n = 178.5 to turn it to multiple of 61, we do 61 * factor = 178.5 , hence factor = 178.5/ 61=(357/122) hence the angles are 61,61,61, (357/122)61, (357/122)61 hahaha... I am crazy.!!!
Loser.. as the name suggest... I am serious here.. need to solve this real quick
Yes, I am a big Loser. I want to study also. That was why I tagged many others to get help for YOU. If my solution doesn't satisfy you, I am so sorry.
u r not a loser.. I cant understand why we convert median to mode.. there is a catch here... also I tired to solve.. what is wrong in that can you suggest. Name or no name.. whats in it ? A guide can be a mis-guide.. sorry I didn't meant to be rude
what is wrong with my solution? It fits all the requirements