Report A P-value For The Following Hypothesis Test. Without Looking, In 4 Out Of 5 Tries, Tony Correctly Identifies A Picture As One Of 5 Shapes: Circle, Square, Triangle, Wave, Or Star. Does This Sample Provide Sufficient Evidence That Tony Has ESP (extra-sensory Perception)? In Other Words, Does This Sample Provide Sufficient Evidence That In The Long Run Tony Would Get A Higher Percentage Right Than The 20% Rate Of A Person Who Is Just Guessing? Test Ho: P = 0.2. Tony Is Just Guessing. Versus Ha: P > 0.2. Tony Has ESP. (Write Your Answer As A Decimal).

Report a p-value for the following hypothesis test. Without looking, in 4 out of 5 tries, Tony correctly identifies a picture as one of 5 shapes: circle, square, triangle, wave, or star. Does this sample provide sufficient evidence that Tony has ESP (extra-sensory perception)? In other words, does this sample provide sufficient evidence that in the long run Tony would get a higher percentage right than the 20% rate of a person who is just guessing? Test Ho: p = 0.2. Tony is just guessing. Versus Ha: p > 0.2. Tony has ESP. (Write your answer as a decimal).

- October 5, 2022 - Edwin Tunner

Report a p-value for the following hypothesis test.

Without looking, in 4 out of 5 tries, Tony correctly identifies a picture as one of 5 shapes: circle, square, triangle, wave, or star. Does this sample provide sufficient evidence that Tony has ESP (extra-sensory perception)?

In other words, does this sample provide sufficient evidence that in the long run Tony would get a higher percentage right than the 20% rate of a person who is just guessing?

Test	Ho: p = 0.2. Tony is just guessing.
Versus	Ha: p > 0.2. Tony has ESP.

(Write your answer as a decimal).

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