Question

if n3-3n2+6n+ 18 is divisible by n, then find the total no of possible values of n

Answer 1

Answer:

you are saying

${n}^{3} - 3 {n}^{2} + 6n + 8$

is divisible by n . thqt means constant term 8 is not responsible for solution

then n³-3n²+6n

after that if you take n common then you will get a binomial term which is n²-3n+6 . also you are known that a binomial term gets its number of solution equals to number of highest power . that means its solution will be two. plz mark me brainliest