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FLOUR 11/04/23 3:33:46 PM #1: |
A teacher is explaining how to find positive integers less than 15 that satisfy the equation x^2=1 (mod 15).
He then shows that x^2-1=0 (mod 15), (x-1)(x+1)=0 (mod 15), and thus either x-1=0 (mod 15) or x+1=0 (mod 15). Solving for x, he shows the two solutions to the problem are x=1 and x=14. Where's the flaw in his reasoning? --- You wish to fill Lionel's coffers? Yes, ha, ha, ha, yes!!! ... Copied to Clipboard!
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Sariana21 11/04/23 3:46:12 PM #2: |
What does (mod 15) mean?
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DementedDurian 11/04/23 3:53:57 PM #3: |
We're not doing your homework for you.
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LordFarquad1312 11/04/23 4:40:10 PM #4: |
Sariana21 posted...
What does (mod 15) mean?a=b (mod n) means that the residual of a/n is b For example, 17=3 (mod 7) since 17/7 is 14 and the reminder is 3. --- El sexo sucio y el planeta limpio. "If you are tired of fear from links... Let Kirby's Nightmare protect you." ... Copied to Clipboard!
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scar_the_1 11/04/23 4:42:58 PM #5: |
I feel like if you have an equation where ab = 0 (mod x), then there can be more solutions than a = 0 and b = 0. Like, 3*5 should be 0 mod 15, no?
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lderivedx 11/05/23 7:12:12 PM #6: |
Z/15Z is not a field and has zero divisors
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