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For the reaction : I^(-)+ClO(3)^(-)+H(2)...

For the reaction : `I^(-)+ClO_(3)^(-)+H_(2)SO_(4) to Cl^(-)+HSO_(4)^(-)+I_(2)`
The incorrect statement for the balanced equation is:

A

stoichiometric coefficient of `HSO_(4)^(-)` is 6

B

iodide is oxidized

C

sulphur is reduced

D

`H_(2)O` is one of the products.

Text Solution

AI Generated Solution

The correct Answer is:
To solve the problem of identifying the incorrect statement for the balanced equation of the reaction: **Given Reaction:** \[ I^- + ClO_3^- + H_2SO_4 \rightarrow Cl^- + HSO_4^- + I_2 \] **Step 1: Identify the Oxidation States** - For \( I^- \) (iodide ion), the oxidation state is -1. - For \( ClO_3^- \) (chlorate ion), the oxidation state of Cl can be calculated as follows: - Let the oxidation state of Cl be \( x \). - The equation for the oxidation state is \( x + 3(-2) = -1 \) (since there are three oxygen atoms each with -2 oxidation state). - Solving gives \( x - 6 = -1 \) → \( x = +5 \). - For \( Cl^- \) (chloride ion), the oxidation state is -1. - For \( H_2SO_4 \) (sulfuric acid), the oxidation state of S can be calculated as: - Let the oxidation state of S be \( x \). - The equation for the oxidation state is \( x + 4(-2) + 2(+1) = 0 \). - Solving gives \( x - 8 + 2 = 0 \) → \( x = +6 \). - For \( HSO_4^- \) (hydrogen sulfate ion), the oxidation state of S remains +6. **Step 2: Determine Changes in Oxidation States** - Iodine changes from -1 in \( I^- \) to 0 in \( I_2 \), indicating oxidation (loss of electrons). - Chlorine changes from +5 in \( ClO_3^- \) to -1 in \( Cl^- \), indicating reduction (gain of electrons). - Sulfur remains at +6 in both \( H_2SO_4 \) and \( HSO_4^- \), indicating no change in oxidation state. **Step 3: Balance the Reaction** - The balanced equation can be derived by ensuring the number of atoms and charges are equal on both sides. - Balancing oxygen and hydrogen can be done by adding water and hydrogen ions as necessary. **Step 4: Analyze the Statements** 1. The stoichiometric coefficient of \( HSO_4^- \) is 6. 2. Iodine is oxidized. 3. Sulfur is reduced. 4. Water is one of the major products. **Step 5: Identify the Incorrect Statement** - From the analysis: - Statement 1 is correct (stoichiometric coefficient of \( HSO_4^- \) is indeed 6). - Statement 2 is correct (iodine is oxidized). - Statement 3 is incorrect (sulfur is not reduced; it remains +6). - Statement 4 is correct (water is a product). **Conclusion:** The incorrect statement is that sulfur is reduced. ---

To solve the problem of identifying the incorrect statement for the balanced equation of the reaction: **Given Reaction:** \[ I^- + ClO_3^- + H_2SO_4 \rightarrow Cl^- + HSO_4^- + I_2 \] **Step 1: Identify the Oxidation States** - For \( I^- \) (iodide ion), the oxidation state is -1. - For \( ClO_3^- \) (chlorate ion), the oxidation state of Cl can be calculated as follows: ...
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For the reaction: I^(-)+ClO_(3)^(-)+H_(2)SO_(4)+Cl^(-)+HSO_(4)^(-)+I_(2) The correct statement(s) in the balanced equation is/are (1) Stoichiometric coefficient of HSO_(4)^(-) is 6 (2) Iodide is oxidized. (3) Oxidation number of chlorine changes by 5 units (4) H_(2)O is one of the products

Incorrect statement for H_(2)SO_(4) is

In the reaction :Cl_(2)+OH^(-)rarrCl^(-)+ClO_(4)^(-)+H_(2)O :-

CaSO_(3)darr+SO_(2)+H_(2)O to Ca(HSO_(3))_(2)

The relation between K_(p) and K_(c) is K_(p)=K_(c)(RT)^(Deltan) unit of K_(p)=(atm)^(Deltan) , unit of K_(c)=(mol L^(-1))^(Deltan) H_(3)ClO_(4) is a tribasic acid, it undergoes ionisation as H_(3)ClO_(4) hArr H^(o+)+H_(2)ClO_(4)^(-), K_(1) H_(2)ClO_(4)^(-) hArr H^(o+)+HClO_(4)^(2-), K_(2) HClO_(4)^(2-) hArr H^(o+)+ClO_(4)^(3-), K_(3) Then, equilibrium constant for the following reaction will be: H_(3)ClO_(4) hArr 3H^(o+)+ClO_(4)^(3-)

BaSO_(3)darr+SO_(2)+H_(2)O to Ba(HSO_(3))_(2)

BaSO_(3)darr+SO_(2)+H_(2)O to Ba(HSO_(3))_(2)

Balance the following equation: Al+H_(2)SO_(4)toAl_(2)(SO_(4))_(3)+H_(2)

Balance the following equation: C+H_(2)SO_(4)toCO_(2)+H_(2)O+SO_(2)

The order of Cl - O bond energy in ClO^(-), ClO_(2)^(-), ClO_(3)^(-), CIO_(4)^(-) is