If the molar conductance values of `Ca^(2+)` and `Cl^(-)` at infinite dilution are respectively `118.88xx10^(-4) m^(2)` mho `mol^(-1)` and `77.33xx10^(-4) m^(2)` mho `mol^(-1)` then that of `CaCl_(2)` is :
(in `m^(2)` mho `mol^(-1)`)

If the molar conductivity values of Ca^(2+) and Cl^(-) at infinite dilution are, respectively, 118.88 xx 10^(-4) and 77.33 xx 10^(-4) S m^(2) mol^(-1) , then that of CaCl_(2) is ( Sm^(2) mol^(-1) )

At 25°C the molar conductances at infinite dilution for the strong electrolytes NaOH, NaCl and BaCl_(2) are 248 xx 10^(-4) ,126 xx 10^(-4) and 280xx10^(-4)Sm^(2)mol^(-1) respectively, lambda_(m)^(o) Ba(OH)_(2) in Sm^(2)mol^(-1) is

At 25^(@)C , if the molar ionic conductance of Ca^(2+) and Cl^(-) ions in an infinitely dilute soltuion of CaCl_(2) are "119 ohm"^(-1)."cm"^(2)."mol"^(-1) and "76.5 ohm"^(-1)."cm"^(2)."mol"^(-1) , respectively, then for the solution -

At 25^(@)C the molar conductances at infinite dillution for the strong electrolytes NaOh, NaCl and BaCl_(2) are 248xx10^(-4),126xx10^(-4) and 280xx10^(-4)Sm^(2)mol^(-1) respectively lamda^(@) of Ba(OH)_(2) is Sm^(2) mol^(-1) is

At 25^(@) C, the molar conductance at infinite dilution for the strong electrolytes NaOH, NaCl and BaCl_(2) are 248 xx 10^(-4) , 126 xx 10^(-4) and 280 xx 10^(-4) S m2 mol^(-1) respectively. The value of wedge_(m)^(infty) Ba(OH)_(2) in S m^(2) mol^(-1) will be: