According to the following Dicky-Fuller tests, would you conclude that the series tb3, is stationary at the 10% significance level?dfuller tb3Dickey-Fuller test for unit rootz(t)Number of obs =348Interpolated Dickey-FullerTestStatistic1% CriticalValue5% Critical10% CriticalValueValue-2.738-3.452-2.876-2.570MacKinnon approximate p-value for 2(t) = 0.0677dfuller tb3, driftDickey-Fuller test for unit rootz(t)TestStatistic-2.738p-value for 2(t) = 0.0033Number of obs3482(t) has t-distribution1% CriticalValue5% CriticalValue10% CriticalValue-2.337-1.649-1.284Select one:Both tables suggest that the series tb3 is stationaryb.Both tables suggest that the series tb3 is non-stationaryC.The table at the top suggest that the series tb3 is not-stationary, but the other suggest is stationaryd. The table at the top suggest that the series tb3 is stationary, but the other suggest is not-stationary

It task is to understand the output of null hypothesis testing in terms of two Dickey-Fuller tests…

According to the following Dicky-Fuller tests, would you conclude that the series tb3, is stationary at the 10% significance level? dfuller tb3 Dickey-Fuller test for unit root Number of obs 348 2(t) Interpolated Dickey-Fuller Test Statistic 1 Critical 5% Critical 10% Critical Value Value Value -2.738 -3.452 -2.876 -2.570 MacKinnon approximate p-value for 2(t) = 0.0677 dfuller tb3, drift Dickey-Fuller test for unit root Test Statistic 2(t) -2.738 p-value for 2(t) 0.0033 Number of obs 348 2(t) has t-distribution 1% Critical Value 5% Critical Value 10% Critical Value -2.337 -1.649 -1.284 Select one: a. Both tables suggest that the series tb3 is stationary b. Both tables suggest that the series tb3 is non-stationary C. The table at the top suggest that the series tb3 is not-stationary, but the other suggest is stationary Od. The table at the top suggest that the series tb3 is stationary, but the other suggest is not-stationary

According to the following Dicky-Fuller tests, would you conclude that the series tb3, is stationary at the 10% significance level? dfuller tb3 Dickey-Fuller test for unit root Number of obs 348 2(t) Interpolated Dickey-Fuller Test Statistic 1 Critical 5% Critical 10% Critical Value Value Value -2.738 -3.452 -2.876 -2.570 MacKinnon approximate p-value for 2(t) = 0.0677 dfuller tb3, drift Dickey-Fuller test for unit root Test Statistic 2(t) -2.738 p-value for 2(t) 0.0033 Number of obs 348 2(t) has t-distribution 1% Critical Value 5% Critical Value 10% Critical Value -2.337 -1.649 -1.284 Select one: a. Both tables suggest that the series tb3 is stationary b. Both tables suggest that the series tb3 is non-stationary C. The table at the top suggest that the series tb3 is not-stationary, but the other suggest is stationary Od. The table at the top suggest that the series tb3 is stationary, but the other suggest is not-stationary

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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