cientists studying lion attacks on humans in Tanzania found that lion attacks happened between pm and pm within either five days before a full moon or five days after a full moon. Of these, happened during the five days after the full moon while the other happened during the five days before the full moon. Does this sample of lion attacks provide evidence that attacks are more likely after a full moon? In other words, is there evidence that attacks are not equally split between the two five-day periods? (Note that this is a test for a single proportion since the data come from one sample.) 1.)State the null and alternative hypotheses.
Watch Out for Lions after a Full Moon
Scientists studying lion attacks on humans in Tanzania found that lion attacks happened between pm and pm within either five days before a full moon or five days after a full moon. Of these, happened during the five days after the full moon while the other happened during the five days before the full moon. Does this sample of lion attacks provide evidence that attacks are more likely after a full moon? In other words, is there evidence that attacks are not equally split between the two five-day periods? (Note that this is a test for a single proportion since the data come from one sample.)
1.)State the null and alternative hypotheses.
2.)find the P-value
3.)What is the conclusion that can be drawn?(which one is correct?)
A:Do not reject Ho, attacks are more likely after a full moon.
B:Reject Ho , attacks are more likely after a full moon.
C:Reject Ho , there is no evidence that attacks are more likely after a full moon.
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