The expression, `log_p log_p ((((p)^(1/p))^(1/p))^(1/p))....n time )^(1/p)` where p > 2, ` p in N`, when simplified is

The expression log_p.log_p(((p)^(1/p))^(1/p)........n time)^(1/p) where p>= 2 , when simplified is (A)independent of p, but dependent on n (B) independent of n, but dependent on p (C) dependent on both p & n (D) negative

50. The value of log_(P)(log_(P)(((P^((1)/(p)))^((1)/(p)))^((1)/(p))^^(...n xx))

9. The expression, log log..../p where p 9. The expression, log, log, /P where pž 2, pe N, when simplified is n radical sign (A)indepe der tofp, butdepende tonn (A independent of p, but dependent on n (B) independent of n, but dependent on p (B)indepen de tofn,butdependento np () pegative (C) dependent on both p &n MATRIY TYPE

The value of lim_(n to oo) (1^(p)+2^(p)+3^(p)+…+n^(p))/(n^(p+1)) is -

Simplify : ((p+(1)/(q))^m(p-(1)/(q))^n)/((q+(1)/(p))^m(q-(1)/(p))^n) .

If log_(p)q = x , then log_(1//p)((1)/(q)) = ______.

Solve log_(8)(P^(2)-p)-log_(8)(p-1)=2