Use Euclid's division lemma to show that any positive odd integer is of the form 5q+1
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0<= r
r=0
5q+0=5q
r=1
5q+1=5q+1
here the odd interge is 5q +1
therefore any positive odd interges is the form 5q+1
r=0
5q+0=5q
r=1
5q+1=5q+1
here the odd interge is 5q +1
therefore any positive odd interges is the form 5q+1
sreeharshitha13:
thank u
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