Molarity of KI = 0.1 M
5I−+IO3−+6H+→3I2+3H2O (balanced chemical equation)
5KI+KIO3+3H2SO4→3I2+3K2SO4+3H2O (A) Volume given (KI) = 200 mL = 0.2 L Molarity (KI) = 0.1 M or mol L−1 The molarity formula is used here to calculate the number of moles of K.I.
Molarity,
M=volumeinLnumberofmoles So, number of moles = Molarity × Volume in L For the given volume of KI, number of moles = 0.1 mol L−1 × 0.2 L = 0.02 mol The stoichiometric ratio between KI and KIO3 is
KI:KIO3 I−:IO3− For one mol
I−,51 mol
is used. So, for 0.2 mol I−, Moles of
IO3−=0.02×51=0.004 mol The statement (A) is correct.
(B) Volume given (KI) = 200 mL = 0.2 L Molarity (KI) = 0.1 M number of moles of KI (I−) = Molarity × Volume (L)
=0.1molL−1×0.2L=0.02mol The stoichiometric ratio between KE and
is
KI:H2HO4 {3 moles
can give 6H+}
I−,53 For one mol
I−,53 mol
is used. So, for 0.02 mol I−, moles of
H2SO4=0.02×53=0.012 mol This statement is not correct.
(C) Volume gien (KI) = 0.5 L Molarity (KI) = 0.1 M Number of moles of KI = Molarity × Volume
=0.1molL−1×0.5L=0.05mol The stoichiometric ratio between I− and I2 is
For 1 mol
I−,53 mol I2 is produced. So, for 0.05 mol, moles of
I2=0.05×53=0.03 mol This statement is not correct. (D) Equivalent weight of
KIO3=5Molecularweight This statement is correct. Equivalent weight
=Valencyfactor→numberofelectronsMolecularweight Here, valency factor = 5 Each KIO3 molecule gains 5 electrons in this vacation.
KIO3 acts as the ordinating agent, gains electrons from the iodide ion in KI.
When KIO3 is redued to I2 each molecule gains 5 electrons.
So, the valency factor is 5 and equivalent weight is lower than molecular weight.
This statement is correct.
Correct statements are A and D.