the product of any three consecutive numbers is always divisible by 6. I need 5 examples for this......and also why this is so?
willcheckyou:
Anyone can prove it to him by induction method
Answers
Answered by
1
2×3×4=24 divisible by 6
3×4×5=60 divisible by 6
4×5×6=120 divisible by 6
and manyyyy such...
The reason is if you take 3 consecutive no.s there is an even no. which is divisible by 2 and multiple of 3 is also present(u can check that) that their product will definitely be divisible by 6...
I hope it's helpful...
3×4×5=60 divisible by 6
4×5×6=120 divisible by 6
and manyyyy such...
The reason is if you take 3 consecutive no.s there is an even no. which is divisible by 2 and multiple of 3 is also present(u can check that) that their product will definitely be divisible by 6...
I hope it's helpful...
Answered by
1
12*13*14=2184/6=364
22*24*26=13728=2288
51*52*53=140556/6=23426
1213*1214*1215=1789187130/6=298197855
2*3*4=24/6=4
22*24*26=13728=2288
51*52*53=140556/6=23426
1213*1214*1215=1789187130/6=298197855
2*3*4=24/6=4
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