Show that sum of squares of three consecutive odd numbers plus 1 is divisible by 12 but not 24.

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Proof: The sum of the squares of 3 consecutive odd numbers leaves remainder 11 when divided by 12 Proof: The sum of the squares of 3 consecutive odd numbers leaves remainder 11 when divided by 12
Shew that the sum of the squares of three consecutive odd numbers increased by 1 divisible by 12... Shew that the sum of the squares of three consecutive odd numbers increased by 1 divisible by 12...
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