“To Illustrate heterogeneous catalysis and Le Chatelier principle contact process can be used’’.

State the Le-Chatelier's principle.

Consider this reaction: CO(g)+2H_2(g) harr CH_3 OH(g), Delta rH =- 92kJ/Mol Explain the influence of the following on the basis of Le Chateliers principle. Increase in the pressure

Explain the factors affecting the chemical equilibrium on the basis of Le Chatelier's principle taking Haber's process for the manufacture of ammonia as an example.

Consider this reaction: CO(g)+2H_2(g) gives CH_3OH(g), DeltaH =- 92kJMol_1 Explain the influence of the following on the basis of Le Chatelier,s principle.increase in temperature.

Consider this reaction: CO(g)+2H_2(g)harr CH_3OH(g), Delta_rH =- 92kJMol_1 Explain the influence of the following on the basis of Le Chatelier,s principle.Decrease in pressure.

N_2+3H_2harr2NH_3 H_2+I_2harr2HI N_2O_2(g)harr2NO 2SO_2+O_2harr2SO_3 How amount of the products increases in the above reactions (based on Le chateliers principle) Hints: reference must be given on each of the following: concentration, pressure, temperature and catalyst

The principle goal of chemical synthesis is to maximize the conversion of reactants into products. Le-Chatlier's principle can be applied to achieve this goal. State Le-Chatlier's principle.

The principle goal of chemical synthesis is to maximize the conversion of reactants into products. Le-Chatlier's principle can be applied to achieve this goal. Preidct the conditions to be applied to maximize the production of ammonia in the following reaction: N_(2(g))+3H_(2(g))iff2NH_(3(g)) DeltaH=-92.38kj mol^-1

Common ion effect is a phenomenon based on the Le-Chatelies principle.llustrate the common ion effect using an example.

A company manufacturing PVC pipes claims in an advertisement that the volume of water flowing out through the pipe in a given time is as per the equation V=KA^2ut where A is the area of cross section of the pipe, u is the speed of flow, t is the time and K is a dimensionless constant. Name the principle that can be used to check the dimensional correctness of this equation.