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How was the paper guys? What is the expected cut off this time?
SAU has proportionally less negative marking so I thought attempting was a better option than leaving. So i attempted almost all of them.
Here are some questions/topics of questions I remember, please add what you remember, nd let's discuss!
1) The discrete pdf question- I was getting 0.2 which was not a part of the options:
c|x+y| for x,y=-2,-1,0,1,2,
0 otherwise,
finding probability of |x+y|≤1
0.8, 0.12, 0.126, 0.7
2) The continuous pdf question-
ce^(-2x) for x>0, and 0 otherwise, finding probability for 1<x<2
3)infant theory for which type of countries :Poor, rich, Soviet,--
4) "discretionary counter cyclical theory" failure matches which english proverb?:
Too man cooks spoil the broth, you can fool some for some time but not all all the time, familiarity attracts contempt,
two targets cant be hit by one stone
5)solow residual:
human capital, physical capital, labour force, none
6) stock variable:
physical capital, gdp, consumption, investment
7)shape of kuznets curve between income and pollution:
u shape, positive, inverted u shape, negative
8)optimal output for Y=KL when cost of capital K is r, labor L is w and output price is p:
Marginal costs equal, Q=p^2/(rw), doesn't exist, Q=rw/p^2
9)probabily question- when a and b are disjoint and a and c are independent , 3p(a)=2p(b)=p(c)>0 and p(a,b,c union) =5p(a), then p(a) is:
0.16, 0.3, cnd,---
10)Share of income spent on each good when facing cobb-douglas utility fn- options were really weird, i felt brackets were missing there and i marked the nearest option which was A
11)a and b disjoint then:
p(union of their complements)=0, --, p(a,b union)=S, all of the above
12) inequality among poor measured by:
Dalton'smeasure, hcr, poverty gag, squared poverty gap
13) chebyshev's inequality question
14) poor proportion reduce by 10 % , then:
no. of poor increase by 10%, decrease by 10%, 10% people's income improves, cnd
15) quasiconcave preferences, consuming at (4,4) at prices (1,2), if price increases to (1,3) then -
consumer better off, worse off, ---,---
16) if a risk averse person is given the option of a certain amount of 2000 or playing lottery game giving him 10000 with 25% probability, and 500 with 75%, then he would:
play lottery depending on degree of risk aversion, not play,--,--
17) when is the equation increasing question:
(-∞,∞); (-∞,-1) & (-1,∞); (-1,0) & (1,∞) ; ----
PS: This is sheerly out of memory, nd somethings might have been mentioned wrong!
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