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digger
how can you explain what "mod" is x=c(mod3) and x=3k+1, y=d(mod3) and y=3k+1. how do I prove x+y=c+d?
Your question is: How can I prove the x+y=c+d if x=3k+c and y=3k+c where x+y=c+d?
My educated guess: Since x=3k+1 and y=3k+1, x must equal y
Therefore if x=c(mod3)and y=d(mod3), c must equal d because x equals y
(sigh) Now, I need another glass of wine.
Your question is: How can I prove the x+y=c+d if x=3k+c and y=3k+c where x+y=c+d?
My educated guess: Since x=3k+1 and y=3k+1, x must equal y
Therefore if x=c(mod3)and y=d(mod3), c must equal d because x equals y
(sigh) Now, I need another glass of wine.
| 14 years ago. Rating: 1 | |
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