1. Suppose the LM curve is given by (M/P)- d,Y-d,i. The slope of the LM curve is If d, is small, i.e. if money demand is _(sensitive /not very sensitive) to the level of income, then an increase in income will cause a (small /large) _(small /large) increase in money demand and only a increase in the interest rate is necessary to restore equilibrium in the money market: the LM curve is relatively _(flat /steep). Similarly, if d, is small, i.c. if the quantity of money demanded is (sensitive /not very sensitive) to the interest rate, then an increase in income will increase money demand and it requires a (small large) increase in the interest rate to restore equilibrium in the money market: the LM curve is relatively _(flat /steep). 2. For this question, assume that Y-N. Based on our understanding of the labor market model presented in Chapter 6, we know that a reduction in the markup will cause an/a (increase, reduction) in the natural level of output. 3. If u ? -? )

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
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Chapter1: Making Economics Decisions
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1. Suppose the LM curve is given by (M/P) = d,Y – d̟i . The slope of the LM curve is
. If d, is small, i.e. if money demand is.
very sensitive) to the level of income, then an increase in income will cause a
_(sensitive /not
_(small /large) increase in money demand and only a
_ (small /large)
increase in the interest rate is necessary to restore equilibrium in the money market:
the LM curve is relatively
_(flat /steep).
Similarly, if d, is small, i.e. if the quantity of money demanded is
(sensitive /not very sensitive) to the interest rate, then an increase in income will
increase money demand and it requires a
(small /large) increase in the
interest rate to restore equilibrium in the money market: the LM curve is relatively
_(flat /steep).
2. For this question, assume that Y = N. Based on our understanding of the labor
market model presented in Chapter 6, we know that a reduction in the markup will
cause an/a
_ (increase, reduction) in the natural level of output.
3. If u <u,, we know with certainty that
(>? =? <?)
Transcribed Image Text:1. Suppose the LM curve is given by (M/P) = d,Y – d̟i . The slope of the LM curve is . If d, is small, i.e. if money demand is. very sensitive) to the level of income, then an increase in income will cause a _(sensitive /not _(small /large) increase in money demand and only a _ (small /large) increase in the interest rate is necessary to restore equilibrium in the money market: the LM curve is relatively _(flat /steep). Similarly, if d, is small, i.e. if the quantity of money demanded is (sensitive /not very sensitive) to the interest rate, then an increase in income will increase money demand and it requires a (small /large) increase in the interest rate to restore equilibrium in the money market: the LM curve is relatively _(flat /steep). 2. For this question, assume that Y = N. Based on our understanding of the labor market model presented in Chapter 6, we know that a reduction in the markup will cause an/a _ (increase, reduction) in the natural level of output. 3. If u <u,, we know with certainty that (>? =? <?)
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