Carbon monoxide (CO) concentrations are sampled at 20 intersections in heavy-traffic areas of a city. All intersections have approximately equal daily traffic. Ten of the intersections are controlled by yield signs, and ten are controlled by stop signs. The concentrations of CO (in parts per million) are given in the table below. Because the stop signs cause more cars to travel at lower speeds, encourage periods of engine idling, and create more acceleration-deceleration phases, it is hypothesized that intersections with stop signs will have higher CO concentrations. Is this hypothesis supported at a = 0.05? [Adapted from Elementary Statistics for Geographers, Burt, Barber, and Rigby, 2009] Carbon monoxide concentration, ppm Yield Signs Stop Signs 10 31 15 16 21 17 28 22 14 27 13 11 58 12 29 18 24 20 30
Carbon monoxide (CO) concentrations are sampled at 20 intersections in heavy-traffic areas of a city. All intersections have approximately equal daily traffic. Ten of the intersections are controlled by yield signs, and ten are controlled by stop signs. The concentrations of CO (in parts per million) are given in the table below. Because the stop signs cause more cars to travel at lower speeds, encourage periods of engine idling, and create more acceleration-deceleration phases, it is hypothesized that intersections with stop signs will have higher CO concentrations. Is this hypothesis supported at a = 0.05? [Adapted from Elementary Statistics for Geographers, Burt, Barber, and Rigby, 2009] Carbon monoxide concentration, ppm Yield Signs Stop Signs 10 31 15 16 21 17 28 22 14 27 13 11 58 12 29 18 24 20 30
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter4: Eigenvalues And Eigenvectors
Section4.6: Applications And The Perron-frobenius Theorem
Problem 25EQ
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(d) Calculate the value of a test statistic: z* for Table 3, or U* for Table 13 (your choice).
(f) What conclusion do you reach about the null hypothesis? Justify.
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