Explain on the basis of algebra that any natural number which is not a multiple of 3 when divided by 3, we get the remainder as 1.
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Step-by-step explanation:
4,7,10,13,16,19........... are in arithmetic Progression
here it is in A.P: a=4,d=3
these are the numbers which are not the mulltiples of 3 but when we divide by 3 we get the remainder as 1
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Solution :-
We can write the natural numbers which are not the multiple of 3 as.
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