" 8.Find "n," if "^(n+5)P_(n+1)=(11)/(2)(n-1)*^(n+3)P_(n)

Find n, ""^(n+5)P_(n+1)=(11)/(2)(n-1)*""^(n+3)P_(n).

Find n, ""^(n+5)P_(n+1)=(11)/(2)(n-1)*""^(n+3)P_(n).

Find n, ""^(n+5)P_(n+1)=(11)/(2)(n-1)*""^(n+3)P_(n).

If ^(n+5)P_(n+1)=(11(n-1))/(2)n+3P_(n), find n

If .^(n+5)P_(n+1)=(11(n-1))/2 .^(n+3)P_n , find n

If "^(n+5)P_(n+1) = (11(n-1))/2"^(n+3)P_n , find ndot

Number of points of intersection of n straight lines if n satisfies .^(n+5)P_(n+1)=(11(n-1))/(2)xx.^(n+3)P_(n) is

Find n if ^(n)P_(6)=3.^(n)P_(5)

Find n if ""^(n)P_(4)=18 ""^(n-1)P_3

Find 'n' if (""^(n)P_(4))/(""^(n-1)P_(4))= (5/3) ?