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Imagine you have a large supply of 3kg and 8kg weights. Two 3kg weights and three 8kg weights have a mean of 6kg, because (3+3+8+8+8)/5=6 Can you find other combinations of 3kg and 8kg weights whose mean weight is is whole number of kg? What's the smallest? Whats the largest? Can you make all the whole numbers inbetween?cheeky

 Feb 4, 2016

Best Answer 

 #4
avatar+8581 
+10

Nevermind.. :/

 Feb 4, 2016
 #1
avatar+8581 
+10

I feel a headache forming...

 Feb 4, 2016
 #2
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+5

hahaha i get these things every wednesday for my homework ughhhhhh

 Feb 4, 2016
 #3
avatar+8581 
+5

I'm googling this...

 Feb 4, 2016
 #4
avatar+8581 
+10
Best Answer

Nevermind.. :/

Hayley1 Feb 4, 2016
 #5
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+5

hahahahahaha

 Feb 4, 2016
 #6
avatar+8581 
+5

Hurts my head! What's your name??

 Feb 4, 2016
 #7
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+5

Lucy lol, I'm guessing yours is Hayley (sorry if its spelt worng lol!)

 Feb 4, 2016
 #8
avatar+8581 
0

You didn't spell it wrong!

YAY * hugs *

 

Well Lucy... How important is this to get this question asnwreed??

 Feb 4, 2016
 #9
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quite lol, it has not be in tomorrowwangel

 Feb 4, 2016
 #10
avatar+8581 
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UGH XDD

 Feb 4, 2016
 #11
avatar+6 
0

haha sorry message me and we can work it out togetherrrr :) 

 Feb 4, 2016
 #12
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the moment you realize how pervy that sounds omg

 Feb 4, 2016
 #13
avatar+8581 
0

bajhahahahah

 Feb 4, 2016
 #14
avatar+26376 
+5

Imagine you have a large supply of 3kg and 8kg weights. Two 3kg weights and three 8kg weights have a mean of 6kg, because (3+3+8+8+8)/5=6 Can you find other combinations of 3kg and 8kg weights whose mean weight is is whole number of kg? What's the smallest? Whats the largest? Can you make all the whole numbers inbetween?

 

see: http://web2.0calc.com/questions/imagine-you-have-a-large-supply-of-3kg-and-8kg-weights-two-3kg-weights-and-three-8kg-weights-have-a-mean-of-6kg-because-3-3-8-8-8-5-6-can-you-find-other_1

 

laugh

 Feb 5, 2016

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