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Science (English Medium) इयत्ता ११ - CBSE Question Bank Solutions for Chemistry

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Chemistry
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What will be the work done on an ideal gas enclosed in a cylinder, when it is compressed by a constant external pressure, pext in a single step as shown in figure. Explain graphically.

[5] Chemical Thermodynamics
Chapter: [5] Chemical Thermodynamics
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How will you calculate work done on an ideal gas in a compression, when change in pressure is carried out in infinite steps?

[5] Chemical Thermodynamics
Chapter: [5] Chemical Thermodynamics
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Represent the potential energy/enthalpy change in the following processes graphically.

(a) Throwing a stone from the ground to roof.

(b) \[\ce{1/2 H2(g) + 1/2 Cl2 (g) ⇌ HCl (g) Δ_rH^Θ = - 92.32 kJ mol^{-1}}\]

In which of the processes potential energy/enthalpy change is contributing factor to the spontaneity?

[5] Chemical Thermodynamics
Chapter: [5] Chemical Thermodynamics
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1.0 mol of a monoatomic ideal gas is expanded from state (1) to state (2) as shown in figure. Calculate the work done for the expansion of gas from state (1) to state (2) at 298 K.

[5] Chemical Thermodynamics
Chapter: [5] Chemical Thermodynamics
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An ideal gas is allowed to expand against a constant pressure of 2 bar from 10 L to 50 L in one step. Calculate the amount of work done by the gas. If the same expansion were carried out reversibly, will the work done be higher or lower than the earlier case? (Given that 1 L bar = 100 J)

[5] Chemical Thermodynamics
Chapter: [5] Chemical Thermodynamics
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Match the following :

A B
(i) Adiabatic process (a) Heat
(ii) Isolated system (b) At constant volume
(iii) Isothermal change (c) First law of thermodynamics
(iv) Path function (d) No exchange of energy and matter
(v) State function (e) No transfer of heat
(vi) ΔU = q (f) Constant temperature
(vii) Law of conservation of energy (g) Internal energy
(viii) Reversible process (h) Pext = o
(ix) Free expansion (i) At constant pressure
(x) ΔH = q (j) Infinitely slow process which proceeds through a series of equilibrium states.
(xi) Intensive property (k) Entropy
(xii) Extensive property (l) Pressure
  (m) Specific heat
[5] Chemical Thermodynamics
Chapter: [5] Chemical Thermodynamics
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Match the following :

Column I Column II
(i) Entropy of vapourisation (a) decreases
(ii) K for spontaneous process (b) is always positive
(iii) Crystalline solid state (c) lowest entropy
(iv) ∆U in adiabatic expansion of ideal gas (d) `(∆H_(vap))/T_b`
[5] Chemical Thermodynamics
Chapter: [5] Chemical Thermodynamics
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Graphically show the total work done in an expansion when the state of an ideal gas is changed reversibly and isothermally from \[\ce{(p_i, V_i)}\] to \[\ce{(p_f , V_f )}\]. With the help of a pV plot compare the work done in the above case with that carried out against a constant external pressure \[\ce{p_f}\].

[5] Chemical Thermodynamics
Chapter: [5] Chemical Thermodynamics
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Write balanced chemical equation for the following reactions:

Permanganate ion \[\ce{(MnO^{-}4)}\] reacts with sulphur dioxide gas in acidic medium to produce \[\ce{Mn^{2+}}\] and hydrogen sulphate ion.

[7] Redox Reactions
Chapter: [7] Redox Reactions
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Write balanced chemical equation for the following reactions:

Reaction of liquid hydrazine \[\ce{(N2H4)}\] with chlorate ion \[\ce{(ClO^{-}3)}\] in basic medium produces nitric oxide gas and chloride ion in gaseous state.

[7] Redox Reactions
Chapter: [7] Redox Reactions
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Write balanced chemical equation for the following reactions:

Dichlorine heptaoxide \[\ce{(Cl2O7)}\] in gaseous state combines with an aqueous solution of hydrogen peroxide in acidic medium to give chlorite ion \[\ce{(ClO^{-}2)}\] and oxygen gas. (Balance by ion-electron method)

[7] Redox Reactions
Chapter: [7] Redox Reactions
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Balance the following equations by the oxidation number method.

\[\ce{Fe^{2+} + H^{+} + Cr2O^{2-}7 -> Cr^{3+} + Fe^{3+} + H2O}\]

[7] Redox Reactions
Chapter: [7] Redox Reactions
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Balance the following equations by the oxidation number method.

\[\ce{I2 + NO^{-}3 -> NO2 + IO^{-}3}\]

[7] Redox Reactions
Chapter: [7] Redox Reactions
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Balance the following equations by the oxidation number method.

\[\ce{I2 + S2O^{2-}3 -> I- + S4O^{2-}6}\]

[7] Redox Reactions
Chapter: [7] Redox Reactions
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Balance the following equations by the oxidation number method.

\[\ce{MnO2 + C2O^{2-}4 -> Mn^{2+} + CO2}\]

[7] Redox Reactions
Chapter: [7] Redox Reactions
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Identify the redox reactions out of the following reactions and identify the oxidising and reducing agents in them.

\[\ce{3HCl (aq) + HNO3 (aq) -> Cl2 (g) + NOCl (g) + 2H2O (l)}\]

[7] Redox Reactions
Chapter: [7] Redox Reactions
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Identify the redox reactions out of the following reactions and identify the oxidising and reducing agents in them.

\[\ce{HgCl2 (aq) + 2KI (aq) -> HgI2 (s) + 2KCl (aq)}\]

[7] Redox Reactions
Chapter: [7] Redox Reactions
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Identify the redox reactions out of the following reactions and identify the oxidising and reducing agents in them.

\[\ce{Fe2O3 (s) + 3CO (g) ->[Δ] 2Fe (s) + 3CO2 (g)}\]

[7] Redox Reactions
Chapter: [7] Redox Reactions
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Identify the redox reactions out of the following reactions and identify the oxidising and reducing agents in them.

\[\ce{PCl3 (l) + 3H2O (l) -> 3HCl (aq) + H3PO3 (aq)}\]

[7] Redox Reactions
Chapter: [7] Redox Reactions
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Identify the redox reactions out of the following reactions and identify the oxidising and reducing agents in them.

\[\ce{4NH3 (g) + 3O2 (g) -> 2N2 (g) + 6H2O (g)}\]

[7] Redox Reactions
Chapter: [7] Redox Reactions
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