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The ionization constant of dimethylamine is 5.4 × 10–4. Calculate its degree of ionization in its 0.02 M solution. What percentage of dimethylamine is ionized if the solution is also 0.1 M in NaOH?
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Calculate the hydrogen ion concentration in the following biological fluids whose pH are given below:
Human muscle-fluid, 6.83
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Calculate the hydrogen ion concentration in the following biological fluids whose pH are given below:
Human stomach fluid, 1.2
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Calculate the hydrogen ion concentration in the following biological fluids whose pH are given below:
Human blood, 7.38
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Calculate the hydrogen ion concentration in the following biological fluids whose pH are given below:
Human saliva, 6.4.
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A 0.02 M solution of pyridinium hydrochloride has pH = 3.44. Calculate the ionization constant of pyridine.
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Use the molecular orbital energy level diagram to show that \[\ce{N2}\] would be expected to have a triple bond, \[\ce{F2}\], a single bond and \[\ce{Ne2}\], no bond.
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At 298 K. Kp for the reaction \[\ce{N2 O4 (g) ⇌ 2NO2 (g)}\] is 0.98. Predict whether the reaction is spontaneous or not.
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Which quantity out of ∆rG and ∆rGΘ will be zero at equilibrium?
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Match the following parameters with description for spontaneity
| ∆ (Parameters) \[\ce{∆_rH^Θ, ∆_rS^Θ, ∆_rG^Θ}\] |
Description |
| (i) \[\ce{+ – +}\] | (a) Non-spontaneous at high temperature |
| (ii) \[\ce{– – + at high T}\] | (b) Spontaneous at all temperatures |
| (iii) \[\ce{– + –}\] | (c) Non-spontaneous at all temperatures |
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Assertion (A): Spontaneous process is an irreversible process and may be reversed by some external agency.
Reason (R): Decrease in enthalpy is a contributory factor for spontaneity.
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\[\ce{∆G}\] is net energy available to do useful work and is thus a measure of “free energy”. Show mathematically that ∆G is a measure of free energy. Find the unit of \[\ce{∆G}\]. If a reaction has positive enthalpy change and positive entropy change, under what condition will the reaction be spontaneous?
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\[\ce{K_a}\] for \[\ce{CH3COOH}\] is 1.8 × 10–5 and \[\ce{K_b}\] for \[\ce{NH4OH}\] is 1.8 × 10–5 . The \[\ce{pH}\] of ammonium acetate will be ______.
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Ionisation constant of a weak base MOH, is given by the expression
`K_b = ([M^+][OH^-])/([MOH])`
Values of ionisation constant of some weak bases at a particular temperature are given below:
| Base | Dimethylamine | Urea | Pyridine | Ammonia |
| \[\ce{K_b}\] | 5.4 × 10–4 | 1.3 × 10–14 | 1.77 × 10–9 | 1.77 × 10–5 |
Arrange the bases in decreasing order of the extent of their ionisation at equilibrium. Which of the above base is the strongest?
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Conjugate acid of a weak base is always stronger. What will be the decreasing order of basic strength of the following conjugate bases?
\[\ce{OH-, RO-, CH3COO-, Cl-}\]
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\[\ce{pH}\] of 0.08 mol dm–3 \[\ce{HOCl}\] solution is 2.85. Calculate its ionisation constant
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Assertion (A): Aqueous solution of ammonium carbonate is basic.
Reason (R): Acidic/basic nature of a salt solution of a salt of weak acid and weak base depends on Ka and Kb value of the acid and the base forming it.
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For an electrophilic substitution reaction, the presence of a halogen atom in the benzene ring:
(i) deactivates the ring by inductive effect
(ii) deactivates the ring by resonance
(iii) increases the charge density at ortho and para position relative to meta position by resonance
(iv) directs the incoming electrophile to meta position by increasing the charge density relative to ortho and para position.
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In an electrophilic substitution reaction of nitrobenzene, the presence of nitro group:
(i) Deactivates the ring by inductive effect.
(ii) Activates the ring by inductive effect.
(iii) Decreases the charge density at ortho and para position of the ring relative to meta position by resonance.
(iv) Increases the charge density at meta position relative to the ortho and para positions of the ring by resonance.
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Why do alkenes prefer to undergo electrophilic addition reaction while arenes prefer electrophilic substitution reactions? Explain.
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