n^2-1 is devided by 8,if n is -i)an odd integer ii)an even integer iii

1.	n^2-1 is devided by 8,if n is -i)an odd integer ii)an even integer iii)an integer iv)a natural number
Answer» Answer: (1) odd integer Step-by-step explanation: n²-1=8a since MULTIPLE of 8 = even number since SQUARE of an odd integer is odd number => odd-1 = even number => N is an odd integer

n^2-1 is devided by 8,if n is -i)an odd integer ii)an even integer iii)an integer iv)a natural number

Answer»

Answer:

(1) odd integer

Step-by-step explanation:

n²-1=8a

since MULTIPLE of 8 = even number

since SQUARE of an odd integer is odd number

=> odd-1 = even number

=> N is an odd integer

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n^2-1 is devided by 8,if n is -i)an odd integer ii)an even integer iii)an integer iv)a natural number​

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n^2-1 is devided by 8,if n is -i)an odd integer ii)an even integer iii)an integer iv)a natural number