show that the square of an odd positive integer is of form 8m+1, for some whole number m
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Some odd positive integers are 3,5,7,9...
1)take 3
Square the number 3==9
Here 9 is of the form 8(1)+1
2)take 5
Square the number 5==25
Here 25 is of the form 8(3)+1
So the square of an odd positive integer is of form 8m+1
1)take 3
Square the number 3==9
Here 9 is of the form 8(1)+1
2)take 5
Square the number 5==25
Here 25 is of the form 8(3)+1
So the square of an odd positive integer is of form 8m+1
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Answer:
the charge of CN is -1
Step-by-step explanation:
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