Hi people if someone gives me a hint please. Show algebraically that the product of two consecutive numbers is always even l wro
te n (n+1) is always an even number But doesnt recognise it as 100% right thanks for any help
1 answer:
Step-by-step explanation:
Consider the following rules.
even + odd = odd
even - odd = odd
even × odd = even
even ÷ odd = even (if divisible)
Now for the two consectives terms...
One will surely be even and the other, odd.
So using the rule
Their product will always be odd
Hope it helps....
BRAINLIEST PRETTY PLEASE!!
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