Match the conics in List I with the statements/expressions in List II

Answer

`c to p,q s,t `

Explanation

`c to p,q,s,t`
Let `a = 3 -3omega + 2omega^(2)`
`rArr aomega = 3omega - 3omega^(2) + 2`
`rArr aomega^(2) = 3omega^(2) - 3 + 2omega`
Now given `a^(4n + 3) (1+ omega^(4n+3)+(omega^(2))^(4n+3) )=0`
Thus, n should not be a mulitple of 3.