prove that any positive odd integer is of the form of 10q+1 ,10q+3, 10q+5,10q+7,10q+9 class 10th
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please give me the brilliant answer
Step-by-step explanation:
lets a is an rational number and b=10 . so we can find two rational number q and r
a=bq+r , for all 0≤r<10
so, r=1,2,3,4,.......9
a:10q+1, 10q+2,10q+3 ,10q+4 .......10q+9
according to the question the integer should be odd number
so a:10q+1 , 10q+3,..........,10q+9
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