`(sqrt3)^5xx9^2=(3^alpha)xx3sqrt3` then `alpha=`

If (sqrt(3))^(5)xx9^(2)=3^(n)xx3sqrt(3), then the value of n is a.2 b.3 c.4d.5

If (sqrt(3))^(5) xx 9^(2) =3^(n) xx 3sqrt(3) , then what is the value of n?

If (sqrt3)^5 xx 9^2 = 3^x xx 3 sqrt3 , then x is equal to (A) 2 (B) 3 (C) 4 (D) 5

If (sqrt(3))^(5) xx 81 = 3^(n) xx 3sqrt(3) then the value of n is

1f (1)/(sqrt3+sqrt2)=sqrt3+alpha then alpha is

sqrt(2)xx sqrt(3)

sqrt3 xx sqrt3

If alpha_(1), alpha_(2), alpha_(3), alpha_(4) are the roots of the equation x^(4)+(2-sqrt(3))x^(2)+2+sqrt(3)=0 , then the value of (1-alpha_(1))(1-alpha_(2))(1-alpha_(3))(1-alpha_(4)) is