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1: Suppose the critical region for a test statistics S in a given test of significance is given by S1<=S<=S2.Suppose that the probability (S<S1)=0.3 and prob.(S>S2)=0.45. what is the level of significance being used in carrying out this test ?
a:0.03 b:0.48 c:0.52 d:0.42
2.There are two villages A &B. An equal number of households,say200, live in A and B.Total agricultural land in each village is 200 hectares.the median land holdings is 0.5 hectares in A and 1 hectare in B.What can you say about inequality of land distribution in A and B ?
a:Inequality is more in A than B b:inequality is less in A than B c: inequality is same in A&B
d: any of the above can be true
3:consider a polity consisting of N individuals.A proportion ,p, of individuals are rich and rest are poor.Each of the N individual dies , leaving behind a child . Income mobility satisfies in this polity 2 rules: -if the parent is rich , the child turns out to be rich with probability a
-if the parent is poor , the child turns out to be poor with probability b
the proportion of children who are rich is
a: ap
b: a + (1-b)
c: p(a+1-b)
d: pa +(1-p)(1-b)
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