Show that every even positive integer is of the form 2n, and that every positive odd integer is of the form 2n+1, where n is an integer.
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Even,
2n=even number
n=1,n=2,n=3
2x1=2
2x2=4
2x3=6
Hence proved
Odd,
2n+1=oddnumber
n=1,=2,n=3
2x1+1=3
2x2+1=5
2x3+1=7
Hence proved
2n=even number
n=1,n=2,n=3
2x1=2
2x2=4
2x3=6
Hence proved
Odd,
2n+1=oddnumber
n=1,=2,n=3
2x1+1=3
2x2+1=5
2x3+1=7
Hence proved
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