Match parameters involved in column I with those in column II. {:("Column-I",,"Column-II"),("(A)Moles of any one element in 244 gm of Salicaldehyde",,"(P)4"),("(B)Ratio of density of ozone gas to that of methane at same temperature & pressure",,"(Q)6"),("(C)gm-atoms or gm-molecules in 22.4 litres of " N_(2) " gas at 273 K & 3 atm pressure",,"(R)12"),("(D) gm-ion of anion or total moles of all the ions in 342 gm of aluminium sulphate",,"(S)5"),(,,"(T)3"):}

Match parameters involved in column I with those in column II. {:("Co

1.	Match parameters involved in column I with those in column II. {:("Column-I",,"Column-II"),("(A)Moles of any one element in 244 gm of Salicaldehyde",,"(P)4"),("(B)Ratio of density of ozone gas to that of methane at same temperature & pressure",,"(Q)6"),("(C)gm-atoms or gm-molecules in 22.4 litres of " N_(2) " gas at 273 K & 3 atm pressure",,"(R)12"),("(D) gm-ion of anion or total moles of all the ions in 342 gm of aluminium sulphate",,"(S)5"),(,,"(T)3"):}
Answer» SOLUTION :(A) Salicaldehyde `toC_(6)H_(4)(CHO)(OH)` or `C_(7)H_(^)O_(2) to 122 gm` / mole `n_(C_(7)H_(6)O_(2))=244/122=2` `n_(O)=2xx2=4` `n_(H)=6xx2=12` (B) `d_(O_(3))/(d_(CH_(3)))=((PMO_(3))/(RT))/((PM_(CH_(4))/(RT))=48/16=3` `(C) n=(PV)/(RT)=(3xx22.4)/(0.0021xx273) = 3` mole `n_(N_(2))=3` `n_(N)=6` (D) `Al_(2) (SO)_(3) to 342/342 =1 ` mole `n_(SO_(4)^(2)) =3` `n_("Total")=5`