ECO 304L Study Guide - Midterm Guide: Algebraic Analysis, Keynesian Cross, Demand Shock

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Now we will use a simple algebraic version of the keynesian cross model to demonstrate the multiplier model with equations. Begin with the consumption function: c = a + (mpc)(y-t, thi(cid:374)k of (cid:862)t(cid:863) as the total i(cid:374)(cid:272)o(cid:373)e people pa(cid:455) i(cid:374) ta(cid:454)es, after-ta(cid:454) o(cid:396) (cid:862)disposa(cid:271)le(cid:863) i(cid:374)(cid:272)o(cid:373)e e(cid:395)uals y-t. The definition of aggregate demand is: ad = c + i + g + ex im. Hence, y = c + i + g + ex im or substituting the consumption function for c gives y = [a + In equilibrium, output equals aggregate demand, so y = ad (mpc)(y-t)] + i + g + ex im. The expression 1/(1 mpc) is called the multiplier. The multiplier is a measure of by how much an initial ad shock is magnified to get the total effect of the shock on equilibrium output. Since the mpc is always between 0 and 1, the multiplier is always greater than or equal to 1.

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