Given the information in above table and the null that the marginal propensity to consumption (B1) is one, against the alternative that it is less than one:

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The following Table summarizes the main estimation results for the below
model:
C= B0 + B1RT + B2ltt ɛ ...where
(C) denotes total household Consumption in SL, (R) is the national Income, and
(1) denotes the Taxes collected from the private sector. The time span goes from
1974, 1st quarter, to 2010, 4th quarter and all the variables are expressed in
million Rupees.
Given the information in above table and the null that the marginal propensity
to consumption (ß1) is one, against the alternative that it is less than one:
а.
The test statistic can be computed and the null is rejected in favor of the
alternative hypothesis with a 5% significance.
b.
There is not enough information to test this hypothesis.
C.
None of the these
d.
The test statistic can be computed and the null is not rejected in favor of the
alternative hypothesis with a 5% significance.
Transcribed Image Text:The following Table summarizes the main estimation results for the below model: C= B0 + B1RT + B2ltt ɛ ...where (C) denotes total household Consumption in SL, (R) is the national Income, and (1) denotes the Taxes collected from the private sector. The time span goes from 1974, 1st quarter, to 2010, 4th quarter and all the variables are expressed in million Rupees. Given the information in above table and the null that the marginal propensity to consumption (ß1) is one, against the alternative that it is less than one: а. The test statistic can be computed and the null is rejected in favor of the alternative hypothesis with a 5% significance. b. There is not enough information to test this hypothesis. C. None of the these d. The test statistic can be computed and the null is not rejected in favor of the alternative hypothesis with a 5% significance.
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