The average of one group of numbers is 4. A second group contains twice as many numbers and has an average of 10. What is the average of both groups of numbers?
\[\frac{ 10+4 }{ 2 }\] im just guessing
Sorry @Mokeira that is wrong the answer is 8.
could you explain to me how
That's what I'm asking lol! @Mokeira
lol...lemme ask a couple of people
@aryandecoolest
@midhun.madhu1987
@hopelovelift
@ganeshie8
@Preetha
@thomaster
I would love to help however it seems like I am not capable? Is there anymore data available? e,g what numbers are in group one and two. It feels like the questions is lacking values.
Yeah, @hopelovelift thats it unfortunately.
let the total of numbers in the group be x so the get the total multiply average by x =4x The other group has a total of 2x members so total when you multiply by 10 is 20x and total members is x+2x=3x so new average is \[\frac{ (20x+4x) }{ 3x }\] Ans=8 hope you have understood
LOOL nvm, I was soo close as well. You bet me too it mokeira
hahaha...yaay!!! That was a great question!
Not going to lie, I had to manually input numbers in first. For example 4+4/2=4 10+20+5+5/4=10 Then I realized theres a pattern... This question took me a while. Was fun solving though.
Oh just now saw the question...anyways you guys are brilliant :)
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