show that every positive even integer
is of the form sap, and that every positive
Integer is of the formagt!
where og is some integer
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Answer:every even integer is of the form 2m whereas every odd integer is of the form 2m+1 for any positive integer m .
for example :m=3then,
2m= 2x3=6 which is even.
and 2m+1=2x3+1=7 which is odd.
hope it helps mark me as the brainliest...
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