Do you typically stop or speed up at a yellow traffic light?
Ho: proportion who speed up = 0.70 Ha: proportion who speed up ≠ 0.70
The sample size is 32 and the focus is on who does speed up at the light.
How many speeding tickets have you had in your life?
Ho: average tickets = 5 Ha: average tickets ≠ 5
Average: 7.03 Standard Deviation: 10.00
Test the hypotheses and include a full calculation of the test statistic, p-value, and stat the full conclusion in words for both problems. Show all work.
1. Let p be the proportion who speed up at a yellow traffic
light. We have to test, H0: p = 0.7 against H1: p 0.7
The test-statistic is given by, Z =
.
2. We have to test, H0: = 5 against H1:
5
The test-statistic is given by, Z =
=
= 1.1483
Under H0, Z ~ N(0,1)
The p-value = 2 P(Z > 1.1483) = 2 * 0.1254 = 0.2508
Since, p-value > level of significance (assuming 5% level of significance), we fail to reject H0.
We conclude that the average number of tickets is not significantly different from 5.
Do you typically stop or speed up at a yellow traffic light? Ho: proportion who speed...
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