if b is integer integer and a non integer then there exist q and r integers such that b=aq+r where 0
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Answer:
Letaandbareintegers,b>0
LetusconsidertheA.Pwithfirst
termaandcommondifferenceb.
Thentheseriesis−
−−−−,(a−3b),(a−2b),(a−b),a,(a+b),(a+2b),−−−−
Letrbethesmallesttermsatisfyingtheinequality
0<r<b.Thenwecanhaveanonintegerqsuchthat
a−bq=r
⇒a=bq+r−−−−0<r<b
∴OptionCiscorrect.
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