1. Let $ u = \psi(x_1, x_2) = (x_1 + 2x_2)^2 $ be a utility function. - Use the total derivative to derive MRS.2. Let $ v(x_1, x_2) = x_1 + 2x_2 $ be another utility function. Does $ \psi $ and $ v $ describe the same preference? Explain.

Given Utility function ux1,x2=x1+2x22 ........... (1) We know that MRS=MUx1MUx2

Answered: whitity function O Ue total derivat ive…

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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Kindly help solve part D to F. Thank you.
o This quertion is continuahs time.) camed with fü canting in Con patent which is able to profit otream' of T(E)= eot where E(>) denotes time, and o (0) is g jiven par ame ter. Notice that' ū CH) stante from 1 (ū Lo) =1) and slowly fecveacer to'o I Ct)=0), The jiven parameter o Suppost y ou generate Own Cim astmally the rate of decrearing since is dace)/ dt fror patent is ,certainly valmable asset. Asumina the ime tantume ond interent, rate Cou tant r Caleul ate Hae present value f your pabent.
Salisbury Smacthic Coimalies bet ucen O and lo00 Smeathies each manth. Their fixed costs $2000 a monthpand their monthly Varisble Gre cest is Cv Cx) = 0.o00123-0.082²+40x . dellars and where Cy is in number of smacthies sold R the . O what is the cost functicn cCx) accohnting for fixed cad Variable cests? Compute the merçinsl cost functien.
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ompleted 14 out of 20 stion 15 of 20 > A network good is one where the number of other users of the good. cost to the user rises if there is a large cost to the user falls if there is a small O benefit to the user falls if there is a large O benefit to the user rises if there is a large LAPTOP LOGIN acer USERNAME: student PASSWORD: Broward1
Price per arginal Utility Fron Current Consumption Product Unit $ 10 20 20 30 The table shows the marginal utite derived trom curent consumpton leves of three new products. A B and C at are being sold in the maet at the prces isted The contumer can imniediately gan the most extra total utity by winching spending from Mnple Choce ANE
he quantity demanded each month of Russo Espresso Makers is 250 when the unit price is $136. The quantity demanded ach month is 1000 when the unit price is $106. The suppliers will market 750 espresso makers when the unit price is $80 er higher. At a unit price of $100, they are willing to market 2250 units. Both the supply and demand equations are known o be linear. (a) Find the demand equation. -1 -x + 146 25 p = (b) Find the supply equation. 1 x+ 70 p = 75* (c) Find the equilibrium quantity and the equilibrium price. |× units

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whitity function O Ue total derivat ive to ferive Mes ŏ let a (2,, Xx)=x,+22,, be gmasther uEility funtin Doer "û and U Explain- descri be the same preftre ance