#algebraic proof

21 messages · Page 1 of 1 (latest)

austere oak
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im slightly stupid

foggy apexBOT
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normal wolf
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Well, you can use the clue they've given you

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All the odd numbers are of the form 2n + 1 and all the ven numbers are of the form 2n

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Where n is a natural number

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So just consider two numbers, a and b, that are odd

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You need to show that a - b is even

austere oak
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how can i do that +1 of a power of 2 or something?

normal wolf
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No, not a power of two

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Just two times something

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So let

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a = 2m + 1
b = 2n + 1

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Now calculate a - b

austere oak
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2(m-n)?

normal wolf
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Yes!

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And is that number even or odd?

austere oak
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even?

normal wolf
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Yup

austere oak
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thank you so much makes much more sense

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+close