00:01
For this problem, we begin with the phrase, when people get lost in unfamiliar terrain, do they really walk in circles as commonly believed? we're told that to answer this question.
00:11
Researchers conducted a field experiment and reported the results in current biology.
00:16
Fifteen volunteers were blindfolded and asked to walk as straight as possible in a certain direction in a large field.
00:22
Walking trajectories were monitored every second for 50 minutes, 5 -0, using gps and the average directional bias in degrees per second was recorded for each walker.
00:33
The data is shown in the table below.
00:35
We're told that a strong tendency to veer consistently in the same direction will cause walking in circles.
00:42
A mean directional bias of zero indicates that walking trajectories were random.
00:47
Consequently, the researchers tested whether the true mean bias differed significantly from zero.
00:53
We have a mini -tab printout of the analysis shown here.
00:58
In part a, we are asked to interpret the results of the hypothesis test for the researchers using an alpha value of 0 .1.
01:06
So we can see from the mini tab printout that the p value for the given result where we have t is 0 .21, the p value is 0 .84.
01:19
You can see that 0 .84 is significantly greater than our alpha value of 0 .1...