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Assuming that Nations 1 and 2 are both large and starting from the equilibrium level of


national income and equilibrium in the trade balance in Nation 1 and given that 𝑀𝑃𝑆1 = 0.20; 𝑀𝑃𝑆2 = 0.15; 𝑀𝑃𝑀1 = 0.20 π‘Žπ‘›π‘‘ 𝑀𝑃𝑀2 = 0.10, find the change in the


equilibrium level of national income and the trade balance in Nation 1 for:


a) An autonomous increase in the exports of Nation 1 of 200 that replaces domestic


production in Nation 2


b) An autonomous increase in investment of 200 in Nation 1


c) An autonomous increase in investment of 200 in Nation 2.



Given that 𝐢 = 100 + 0.8π‘Œ; 𝑀 = 150 + 0.2π‘Œ; 𝐼 = 100 π‘Žπ‘›π‘‘ 𝑋 = 350,


a) Determine the equilibrium income


b) Show the results on two graphs with (i) Injections and leakages on the vertical axis


(ii) Net injections and net domestic leakages on the vertical axis


c) Determine the new equilibrium and show on graph when there is;


i. An increase in X and I of 200


ii. A decrease in M of 100


iii. A decrease in S and M of 100



Assume inflation in Turkey is 50% and 2% in the US. Using the relative PPP,Β 

a) Calculate the exchange rate (𝑅 = 𝑇𝐿/$) and the exchange rate (𝑅 = $/𝑇𝐿).

b) Assume that the Turkish inflation increases to 100% while the US inflation remainsΒ at 2%, calculate the new exchange rate between the Turkish Lira and the US dollar.



write an algorithm that accept TV type (CRT/LCD) from the user, if the user chooses LCD ask of the size (32/42). if it is 42 give the user a 20% discount else 5% discount if he chooses 32.


main take two numbers as input num1 and num2. Main thread will create 2 more threads.


1. T1: Output sum of numbers from min(num1 , num2) to max(num1 , num2)


2. T2: Take a string as input and count num1 and num2 in it.

1.) A and B are rolling cylinders connecting the shafts S and T. C and E are cylinders fast to these shafts and slipping on each other at P. Find the diameters of C and E if the surface speed of E is twice that of C.


2.) Two solids of right section 2 and 4 are in pure rolling contact between the circular arcs. What is the angular speed ratio for the position shown? Determine the size of the angles , β, and Ø in degrees, and of the radii x and y in inches.


3. Two shafts, having axes in the same plate intersecting at an angle of 45Β°, turn in opposite senses at 30 rpm and 90 rpm. Draw a pair of cone to be located on these shafts and turn in pure rolling contact. Diameter of base of smaller cone is 1 in. Calculate the cone angles.


4. Two shafts A and B are connected by rolling cones and turn in the same direction. Shaft A makes 300 rpm while shaft B makes 100 rpm. Calculate the cone angle of each cone and the diameter of each base if the base of cone B is 2 in. from the vertex. ΞΈ = 30Β°




1. Two parallel shafts, 11 in. apart and rotating at 75 rpm and 200 rpm, are connected by cylinders in pure

rolling contact. Determine the diameters of the cylinders: (1) when they turn in opposite directions; and (2)

when they turn in the same direction.

2. Two parallel shafts connected by rolling cylinders turn in the same direction 150 rpm and 100 rpm

respectively. The smaller cylinder is 16 in. in diameter. How far apart are the axes of the shafts?

3. Two parallel shafts, 24 inches apart and having a speed ratio of 3, are connected by cylinders in pure rolling

contact. Determine the diameters of the cylinders: (1) when they turn in opposite directions; and (2) when

they turn in the same direction


Suppose the demand and supply curves for a product is given by 𝑄 = 500 βˆ’ 2𝑃 𝑄 = βˆ’100 + 3𝑃 a) Which is the supply curve and why? b) Graph the demand and supply curves. c) Compute the equilibrium price and quantity d) If the current price is 100, what is the quantity demanded and quantity supplied? How would you describe this situation and what would you expect to happen in this market? e) Suppose that the demand changes to 𝑄 = 600 βˆ’ 2𝑃. Find the new equilibrium price and quantity and show this on your graph.Β Β 


The average angular acceleration of a stone lodged in a rotating car wheel is 100 rads .What will the stone’s final angular speed be after 3.0 s, if it starts


From rest? Also calculate its angular displacement during this time.

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