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A customer asks for a block of 64 addresses from ISP. If ISP designs the address in classless address scheme, what range of address can be provided to the customer in the block 185.10.X.X/16 


8. Use the half-reaction method to balance the following equation and then identify the oxidizing and reducing agents:

Fe(OH)2 (s) + Pb(OH)3 -(aq) → Fe(OH)3 (s) + Pb(s) [basic]


The Gaussian distribution also known as the Normal distribution, is given by the following


equation:


𝑦(𝑥) = 𝑒𝑥𝑝 −(𝑥−𝜇)^2/2𝜎^2



where parameter 𝝁 is the mean and 𝝈 the standard deviation.


(i) Write a MATLAB code to create a 1000 point Gaussian distribution of random numbers


having 𝜇 = 0 and 𝜎 = 1. (20)


(ii) Plot this distribution. (10)


(iii) Prove that the full width–half maximum (FWHM), of the above distribution is given by :


FWHM = 2𝜎√2ln 2 (10)

  1. You are asked to advice government on a policy consideration. The policy being considered is in effect looking to ban the importation of chicken into the country. 

Present a paper on your advice on this policy action.

Your paper should reflect: 

  1. Intended and untended consequences of this policy action
  2. Necessary integrations in other sectors necessary for this policy implementation
  3. Short run and long run impact on economic growth, unemployment, inflation and BOP

The Gaussian distribution also known as the Normal distribution, is given by the following




equation:




𝑦(𝑥) = 𝑒𝑥𝑝 −(𝑥−𝜇)^2/2𝜎^2





where parameter 𝝁 is the mean and 𝝈 the standard deviation.




(i) Write a MATLAB code to create a 1000 point Gaussian distribution of random numbers




having 𝜇 = 0 and 𝜎 = 1. (20)




(ii) Plot this distribution. (10)




How is the short run difined in production theory and how does it differ from the long run?


Suppose "x" nation has a closed economy and nation "y" has an open economy , how could these nations determine the amount of spending ?


The marginal product of labour function for International Trading Inc. is given by the equation 

                                           MPL = 10 K0.5

                                                        L0.5

 

Currently, the firm is using 100 units of capital and 121 units of labour. Given the very specialized nature of the capital equipment, it takes six to nine months to increase the capital stock, but the rate of labour input can be varied daily. If the price of labour is $10 per unit and the price of output is $2 per unit, is the firm operating efficiently in the short run? If not, explain why, and determine the optimal rate of labour input. 


expand (1+x)^-2 using binomial theorem


In the course of doing valuable biomedical research one day, let's say you make a salt solution by adding 1 mol of NaCl to 90 g of water. 


What is the percent by mass (i.e. mass %) of the solution? 


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