1. Take any three consecutive even numbers and find their product, for example,
2 x 4 x 6 = 48, 4x6x8 = 192, and so on. Make three conjectures about these products,
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ANSWER(i)The possible three conjucture are:
ANSWER(i)The possible three conjucture are:a) The product of any three consecutive odd number is odd.
ANSWER(i)The possible three conjucture are:a) The product of any three consecutive odd number is odd.b) The product of any three consecutive odd number is divisible by 3.
ANSWER(i)The possible three conjucture are:a) The product of any three consecutive odd number is odd.b) The product of any three consecutive odd number is divisible by 3.c) The sum of all the digits present in product of three consecutive odd numbers is even.
ANSWER(i)The possible three conjucture are:a) The product of any three consecutive odd number is odd.b) The product of any three consecutive odd number is divisible by 3.c) The sum of all the digits present in product of three consecutive odd numbers is even.(ii) The possible three consecutive even numbers are:
are:a) The sum of any three consecutive number is always even.
are:a) The sum of any three consecutive number is always even.b) The sum of any three consecutive number is always divided by 3.
are:a) The sum of any three consecutive number is always even.b) The sum of any three consecutive number is always divided by 3.c) The sum of any three consecutive number is always divided by 6.
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