1. State the null hypothesis.
2. State the alternative hypothesis.
3. State the significance level.
4. Perform the calculations
5. Should the null hypothesis be accepted or rejected? Answer only one. Describe what you mean by "accepted" or "rejected."

Yes, because:

or

No, because:

1. Discuss anything further that may need to be added to this test to ensure that the lessons learned from it are clear and not misleading, or if they might be misleading. If nothing else is necessary, then so state.

BINOMIAL DISTRIBUTIONS The police chief of a small beach town is concerned that many people using the streets are not wearing masks during COVID. Although the chief does not think that 100% of people wearing masks is a realistic goal, she thinks that a significant improvement needs to be met as only about 80% of the people are wearing masks. After one week of directing police-led increased awareness activity of mask wearing importance, the chief has one of the department analysts spend the day at a certain checkpoint, and collects the following hourly statistics. Does this data suggest that the police-led awareness activity led to a significant increase of mask wearing # People Passing # People Wearing Percentage Starting Time of Day Check Point Masks Wearing Masks 8 32 67 0.82 9 95 81 0.85 10 115 105 0.91 11 253 197 0.78 12 310 214 0.69 300 246 0.82 IN 278 242 0.87 3 160 146 0.91 141 124 0.88 356 281 ).79 6 425 332 0.78 387 321 0.83 00 367 323 0.88 284 261 0.92 10 101 99 0.98 Test at alpha = .05 using the sign test