CSS Past Papers of Chemistry Paper-I 2017
FEDERAL PUBLIC SERVICE COMMISSION
COMPETITIVE EXAMINATION - 2017
FOR RECRUITMENT TO POST IN BS - 17
UNDER THE FEDERAL GOVERNMENT
CSS Past Papers of Chemistry Paper-I 2017
TIME ALLOWED: THREE HOURS
PART - I (MCQs): MAXIMUM 30 MINUTES
PART - I (MCQs): MAXIMUM MARKS = 20
PART - II MAXIMUM MARKS = 80
PART-II
Q. No. 2.
- Derive Schrodinger wave equation for motion of a particle in one dimensional box.
- Solve Schrodinger wave equation to find the expression for wave function energy of a particle in one dimensional box.
- What is Eigen function and Eigen value? Give examples.
Q. No. 3.
- Define heat capacities and molar heat capacities. Prove that Cp-Cv = R for ideal gases.
- What is Gibbs energy? Derive a relation between standard Gibbs energy change and equilibrium constant.
- Differentiate spontaneous and non spontaneous process.
Q. No. 4.
- State and explain Kohlrausch’s law. Give its applications.
- What is meant by standard deviation?
- Give its significance in analytical chemistry. Briefly describe conductometric titrations.
Q. No. 5.
- Discuss the effect of temperature on rate of chemical reaction on the basis of Arrhenius equation. How can you determine activation energy and pre-exponential factor for a chemical reaction using Arrhenius equation?
- Derive kinetic equation for 1st order reaction.
- Prove that half life period for 1st order reaction is independent of initial concentration of reactant.
Q. No. 6.
- What is adsorption isotherm? Derive Langmuir adsorption isotherm for adsorption of a gas on solid surface.
- What is enzyme catalysis? Discuss its kinetics.
- What surfactants? Give their properties.
Q. No. 7.
- What is electrophoresis? Give its principle and discuss its applications in biochemistry.
- Give six chemical properties of nitrogen.
- What is Common ions effect? Give its applications.
Q. No. 8.
- State John-Teller theorem. Explain it using suitable examples from coordination complexes.
- Give postulates of Werner’s theory of coordination complexes.
- Briefly describe nuclear decay rate law for disintegration of radioactive elements.
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