Question

8. What will be the remainder obtained when (9⁶+ 1)
will be divided by 8?
(a) 0
(b) 3
(c) 7
et 2
​

Answer 1

Answer:

2

Step-by-step explanation:

9^6 + 1 = 531442

531442 / 8 = 66430.25

Thus, Remainder is 2.

Answer 2

9^6= 531441

9^6= 531441Therefore, (9^6+1) when divided by 8

9^6= 531441Therefore, (9^6+1) when divided by 8= (531441+1)÷8

9^6= 531441Therefore, (9^6+1) when divided by 8= (531441+1)÷8= 531442÷8

9^6= 531441Therefore, (9^6+1) when divided by 8= (531441+1)÷8= 531442÷8Quetiont: 7143

9^6= 531441Therefore, (9^6+1) when divided by 8= (531441+1)÷8= 531442÷8Quetiont: 7143Remainder: 2

9^6= 531441Therefore, (9^6+1) when divided by 8= (531441+1)÷8= 531442÷8Quetiont: 7143Remainder: 2According to the given question, the remainder obtained is 2.

9^6= 531441Therefore, (9^6+1) when divided by 8= (531441+1)÷8= 531442÷8Quetiont: 7143Remainder: 2According to the given question, the remainder obtained is 2.Thank you

9^6= 531441Therefore, (9^6+1) when divided by 8= (531441+1)÷8= 531442÷8Quetiont: 7143Remainder: 2According to the given question, the remainder obtained is 2.Thank youGood Night