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2. (A simulated economy) Let Y,-F(K, Lt-AK L. The discrete time version of the capital accumulation equation is given by Lo-1 and labor grows at a rate of n-0.01. A-1. K0 0.01 and δ 0.07 c) Assume the economy is in a steady state and s0.3. Explain what happens to consumption over time after s increases to s 0.33. d) Do the same as in part (c) but assuming that s increases to s 0.5Please don't copy other expert's answer. I'm re-posting it because I think that is not right or not enough. Please someone who really knows the answer answer to this problem.

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Answev cniventhat The discrete time vesion of the capital accumulation eation is given by S=0.07 (a) S=0.2 keep colu m n A foFormula For vo ω 3are follows For mula in vow 1 shout d as 2 0 DIE 1 0.215443 3 0023 341 os27 FoY So2 level Con Su mption economy у, | 0.377 00 26(C) ciiven that economy in a stedy statc ond schange From o 3 o o 33 For this e will Simulation conductrd in part we See that reaches sbate similarly Sand ahen s - 033 atvourd t-36 042 3 0.43 Уч | 0.842 | O-178 oo216S ug when S=0.5 0.4230-30. u92 0.4 ЗУ ytoo S 226 S.46.746 A s, s ncrease St cady is reached alittle in time the stcodj stote conSumption incrofe-/- changc in schangcFvoms changc From s changc -rod * char 0.3 to o 333lo-/. o 33 to o s-S2/ changeiny, Change in yi cha

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