prove that one of every 3 comsecutive positive integer divisible by 3
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yes it is true.
here is the explanation.
let the first number be x
second no be x+1
third no be x+2.
by equation,
x+x+1+x+2=3x+3
3x+3=3(x+3)
by these definitely three consecutive numbers divide by 3.
here is the explanation.
let the first number be x
second no be x+1
third no be x+2.
by equation,
x+x+1+x+2=3x+3
3x+3=3(x+3)
by these definitely three consecutive numbers divide by 3.
gouthamchowdary:
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