Solve your IGNOU Doubts
Solve your IGNOU Doubts
Question:

(a) What is an electrolyte concentration cell? Write the expression for E_{cell} for such a  

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Question:

(b) What are the conditions which a reversible cell should satisfy.

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Question:

The position vector of an object of mass m moving along a curve is given by \vec{r}(t)=at^{2}\hat{i}+sin\, bt\hat{j}+cosbt\, \hat{k},0\leq t\leq 1 where a and b are constants. Calculate the force acting on the object and the work done by the force.

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Question:

(a) List the functions of a salt bridge. 

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Question:

Draw and explain the conductometric titration curves for the titration of the following:

(i) HC1 VS NaOH

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Question:

(b) List various factors on which the conductivity of electrolytic solutions depends. 

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Question:

(a) Define conductivity. Give its SI units. 

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Question:

Draw and explain the phase diagram of sulphur. 

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Question:

(b) Can exist for a one-component system.

When is a system called invariant? Illustrate with an example.

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Question:

(a) Calculate the maximum number of phases and maximum number of degrees of freedom that

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Question:

(b)  How many components are there in the following systems? Briefly discuss. 

(i)  C_{a}CO_{3} \rightleftharpoons C_{a}O+CO_{2}

(ii)  CH_{3}COO+C_{2}H_{5}OH\rightleftharpoons CH_{3}COOC_{2}H_{5}+CH_{2}O

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Question:

b) Determine the metric coefficients for the coordinate system (u,v,z) whose coordinates are related to the Cartesian coordinates by the following equations:

x=\frac{1}{2}(u^{2}+v^{2});y=2uv;\; z=z

Is the system orthogonal?

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Question:

a) Obtain the divergence of the following vector field:

\vec{A}=\left ( \rho ^{3}\hat{e}_\rho+\rho z\hat{e}_\phi +\rho z\, sin\, \phi \hat{e_z}\right )

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Question:

(a) State Gibbs phase rule and give its mathematical form.

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Question:

(b)  Differentiate between true, metastable and unstable equilibria giving suitable examples.

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Question:

Explain the principles of research designs.

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Question:

Explain the different objectives of data tabulation.

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Question:

Explain the measures of Central Tendency

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Question:

Chi-square distribution

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Question:

Level of significance

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