202 Abel/Bernanke/Croushore • Macroeconomics, Ninth Edition
(b) Next, look at goods market equilibrium and the IS curve.
Plugging these results into the consumption and investment equations gives C = 654 and I = 246.
(c) Next, look at asset market equilibrium and the LM curve.
Setting money demand equal to money supply gives 9150/P = 0.5Y − 250(r + 0.02), which can be
solved for r = [0.5Y − (5 + 9150/P)]/250. With Y = 950 and r = 0.05, solving for P gives P = 20.
5. The IS curve is found by setting desired saving equal to desired investment. Desired saving is Sd =
Y − Cd − G = Y − [1275 + 0.5(Y − T) − 200r] − G. Setting Sd = Id gives Y − [1275 + 0.5(Y − T) −
200r] − G = 900 − 200r, or Y = 4350 − 800r + 2G − T. The LM curve is M/P = L = 0.5Y − 200i = 0.5Y
− 200(r +
) = 0.5Y − 200r.
(a) T = G = 450, M = 9000. The IS curve gives Y = 4350 − 800r + 2G − T = 4350 − 800r + (2 450)
(b) Following the same steps as above, with M = 4500 instead of 9000, gives the aggregate demand
curve AD: Y = 1600 + (6000/P). With Y = 4600, this gives P = 2. Nothing has changed in the IS
equation, so it still gives r = 0.25. And nothing has changed in either the consumption or
investment equations, so we still get C = 3300 and I = 850. Money is neutral here, as no real