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nerdynerd · 61-69, M
Imagine a large number of chips on a table. If we make stacks of size 13, we get a certain number of stacks with 3 chips remaining.
If we have 6 times as many chips to begin with, we get 6 times as many stacks of 13, and then 6 piles of 3, or a total of 18 chips not included in the stacks. We can stack up 13 of those, and we have 5 chips left over. So the remainder is 5.
No algebra!
If we have 6 times as many chips to begin with, we get 6 times as many stacks of 13, and then 6 piles of 3, or a total of 18 chips not included in the stacks. We can stack up 13 of those, and we have 5 chips left over. So the remainder is 5.
No algebra!
Classified · M
5
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Classified · M
@SW-User Thank you
@WaryWitchWandering Mostly that means that you just have to work up through the material if you are interested to learn.
@WaryWitchWandering Mostly that means that you just have to work up through the material if you are interested to learn.
WaryWitchWandering · 36-40, F
@Classified to be honest… I’m not… but I always still wanna try my hand at a problem presented to me
Classified · M
@WaryWitchWandering That's fair. And if you grasp the problem then you learned something. 😄
JimboSaturn · 51-55, M
18?
SW-User
@JimboSaturn Check for Classified's comment. He got it right.
WaryWitchWandering · 36-40, F
@SW-User I knew it would be.
I always think I know with numbers.
I hate em haha
I always think I know with numbers.
I hate em haha
SW-User
@WaryWitchWandering I ain' no good either but let's enjoy these maths. :)
emmasfriend · 46-50, F
Five