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Q. Describe Keynesian cross model?
Keynesian cross model is a simple version of what we call the 'complete Keynesian model' or simply the Keynesian model. Keynesian model has as its origin the writings of John Maynard Keynes in the 1930s, specifically the book 'The general theory of Employment, Interest, and Money'. Though this book was written as a criticism of the classical model, similarities between Keynesian model and classical model are definitely greater than the differences. Let's point out the three most significant differences directly:
Remember that W being exogenous means that it's pre-determined outside the model. It doesn't necessarily mean that it's constant over time - even though this is a common assumption. Though the nominal wage should be known at any point in time in this model. To simplify our description of Keynesian model, we will begin by presuming that W is constant.
What are the indicators of development? Economic development is a complicated multi-dimensional idea. Preferably each aspect of development needs its own indicator. • Prof
An advantage of observing statistics from this range is that it encapsulates both positive and negative performances of the economy helping to produce a much more accurate insight
full overview as-ad model
Q. Simultaneous determination of Y in the IS-LM model? Simultaneous determination of Y and R in the IS-LM model By combining IS curve and LM curve, we can graphically e
Individual A has UA(XA,YA)=lnXA+2YA and has $500. PX=5 and PY =10. (a) Find the optimum. Show that it is indeed the maximum. (b) PX=10. Find the new optimum. (c) Calculate
Private sector in the circular flow The private sector total income is known as the national income. Because private sector receives the entire return from the factors of pr
The LM-curve in the AS-AD model The LM-curve will shift upwards (downward) when P is increases (decreases) in the AS-AD model is moved L
A student is taking two courses, History and Math. The probability that the student will pass the history course is .60, and the probability of passing the math class is .70. The p
Rewrite the national-income model (3.23) in the format of (4.1), with Y as the first vari¬able. Write out the coefficient matrix and the constant vector.
A vital question is whether the equilibrium we have identified in labor market (with a high unemployment rate) can remain in long run. Will there not be adjustments which will take
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