Is your question based on your solution? Do you think the expression is not always divisible by 4? Why?The question is:
If "n" is a natural number, n^2(n^2 - 1) is always divisible by a. 12, b. 24, c. 12-n or d. 6? The answer in the book is given as 12 but my question is why not 6.
There are 4 options given in the answer to choose from. I went for the option with value 12 (which is also mentioned as the correct answer in the book) but if a number is divisible by 12 then it must be divisible by 6 also, which is also one of the options. Then why should we choose 12 and not 6.Is your question based on your solution? Do you think the expression is not always divisible by 4? Why?
You are correct, 6 is a valid answer. The question should've asked for the largest divisor. Anyway, 6 is not as interesting as 12.There are 4 options given in the answer to choose from. I went for the option with value 12 (which is also mentioned as the correct answer in the book) but if a number is divisible by 12 then it must be divisible by 6 also, which is also one of the options. Then why should we choose 12 and not 6.
If you choose 12 ..... 6 is included(and 4 is included).The question is:
If "n" is a natural number, n^2(n^2 - 1) is always divisible by a. 12, b. 24, c. 12-n or d. 6? The answer in the book is given as 12 but my question is why not 6.
All things being possible;You are correct, 6 is a valid answer. The question should've asked for the largest divisor. Anyway, 6 is not as interesting as 12.
If you see a plane flying backwards, what do you tell a friend later? "I saw a plane" would be technically correct, but not as correct as "I saw a plane flying backwards".
Wow, I saw a plane today.All things being possible;