for some integer m, every even integer is of the form
a)m
b) m+1
c) 2m
d)2m+1
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4
Answer:
(c) 2m
Step-by-step explanation:
* Proof *
Let us take An integer, m= 3(odd no.)
2m = Even Number
2 x 3 = Even Number
6 = Even Number
Let us take an integer, m = 6(even no.)
2m =Even number
2 x 6 = Even number
12 = Even Number
Hence,For every Value of m, regardless of even or odd, 2m will always give an even number as a result(i.e, proved above).
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