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Maths Genie;
Show that, when a and b are both odd numbers, the value of 2(a+b) will always be a multiple of 4
My answer;
Odd+Odd=Even
2(a+b)=2(odd+odd)
2(odd+odd)=2(even)
Even = 2n
2(2n)=4n
4n=multiple of 4
QED
Q.Is this correct?
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Their answer;
Odd+Odd+Even
2(Even)is a multiple of 4
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Q. Is their answer enough, to be considered a proof?
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Is their answer good enough? I'd say no .... a lot has been left out. Your proof is much better.
Bob
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You cannot teach a man anything; you can only help him find it within himself..........Galileo Galilei
Sometimes I deliberately make mistakes, just to test you! …………….Bob
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