`(1+1/100)/(1+1/100+1-1/100)`

The simplified value of ((1+1/(1+1/100))(1+1/(1+1/100))-(1-1/(1+1/100))(1-1/(1+1/100)))/((1+1/(1+1/100))+(1-1/(1+1/100))) is

(-1) ^101+(-1)^100 =

Compare which of the two is greater (100)^(1/100) and (101)^(1/101)

The simplified value of (1+(1)/(1+(1)/(100)))(1+(1)/(1+(1)/(100)))-(1-(1)/(1+(1)/(100)))(1-(1)/(1+(1)/(100))) (a) 100( b) (200)/(101) (c) 200 (d) (202)/(100)

The sum of 100 terms of the series . 9+. 09+. 009 ..... will be 1-(1/1)^(100) (b) 1+(1/1)^(106) 1-(1/1)^(106) (d) 1+(1/1)^(100)

0.01 is what percent of 0.1?(1)/(100) b.(1)/(10) c.10 d.100

Evaluate the limit: ("lim")_(x vec 1)(sum _(k=1) ^100 x^k-100)/(x-1)

For a real number x, [x] denotes greatest integer function, then find value of [1/2]+[1/2+1/100]+[1/2+2/100]+....+[1/2+99/100]