The consecutive numbers `1/(1+sqrtn), 1/(1-n), 1/(1-sqrtn)` of a series are in :

The following consecutive terms (1)/(1+sqrt(x)),(1)/(1-x),(1)/(1-sqrt(x)) of a series are in

The following consecutive terms (1)/(1+sqrt(x)),(1)/(1-x),(1)/(1-sqrt(x)) of a series are in

The consecutive numbers (1)/( 1 + sqrt( n )) , ( 1)/( 1-n) , ( 1)/( 1- sqrt( n )) of a series are in :

The AM of 10 consecutive numbers starting with n + 1 is .......

Statement -1 : For every natural number n ge 2, (1)/( sqrt1) + (1)/( sqrt2) + (1)/( sqrt3) + … + (1)/( sqrtn) gt sqrtn . Statement - 2 : For every natural number n ge 2, sqrt(n(n+1) ) lt n+1

Statement-1: For every natural number n ge 2, (1)/(sqrt1)+(1)/(sqrt2)+…..(1)/(sqrtn) gt sqrtn Statement-2: For every natural number n ge 2, sqrt(n(n+1) lt n+1

The value of sin 765^(@) is (1)/(sqrtn). Value of n is