Pinworm infestation, commonly found in children, can be treated with a drug that is effective in 92% of cases. Suppose (a) through (g) below. H Supposing a success s is that the child is cured, the success probability p is 0.92. OB. Each trial consists of observing whether the child is cured of the pinworm infestation by the drug and has two possible outcomes, either cured or not cured. The results are dependent or other results. Supposing a success s is that the child is cured, the success probability p is OC. Each trial consists of observing whether the child is cured of the pinworm infestation by the drug and has three possible outcomes, which are cured, not cured, or partially cured. The resu are independent. Supposing a success s is that the child is cured, the success probability p is. OD. Each trial consists of observing whether the child is not cured of the pinworm infestation by the drug and has two possible outcomes, either not cured or cured. The results are independent. Supposing a success s is that the child is not cured, the success probability p is. b. Construct a table that gives the probability for each outcome. (Let s be a success and f be a fakture.) Outcome Probability sss ssf sfs sff fss fsf

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### Educational Content on Pinworm Infestation Treatment

**Text Transcription:**

Pinworm infestation, commonly found in children, can be treated with a drug that is effective in 92% of cases. Suppose that three children with pinworm infestation are given the drug. Complete parts (a) through (d) below.

Supposing a success \( s \) is that the child is cured, the success probability \( p \) is 0.92.

**Options:**
A. Each trial consists of observing whether the child is cured of the pinworm infestation by the drug and has two possible outcomes, either cured or not cured. The results are dependent on other results. Supposing a success is \( s \) that the child is cured, the success probability \( p \) is \(\_\_\_).

B. Each trial consists of observing whether the child is cured of the pinworm infestation by the drug and has three possible outcomes, which are cured, not cured, or partially cured. The results are independent. Supposing a success \( s \) is that the child is cured, the success probability \( p \) is \(\_\_\_).

C. Each trial consists of observing whether the child is not cured of the pinworm infestation by the drug and has two possible outcomes, either not cured or cured. The results are independent. Supposing a success is \( s \) that the child is not cured, the success probability \( p \) is \(\_\_\_).

D. Each trial consists of observing whether the child is cured of the pinworm infestation by the drug and has two possible outcomes, either cured or not cured. The results are independent. Supposing a success is \( s \) that the child is cured, the success probability \( p \) is 0.92.

### Construct a table that gives the probability for each outcome.
(Let \( s \) be a success and \( f \) be a failure.)

| Outcome | Probability |
|---------|-------------|
| sss     |             |
| ssf     |             |
| sfs     |             |
| sff     |             |
| fss     |             |
| fsf     |             |
| ffs     |             |
| fff     |             |

*(Round to three decimal places as needed.)*

### Explanation of Table:
The table presents the different possible outcomes for the three children treated with the drug, where "s
Transcribed Image Text:### Educational Content on Pinworm Infestation Treatment **Text Transcription:** Pinworm infestation, commonly found in children, can be treated with a drug that is effective in 92% of cases. Suppose that three children with pinworm infestation are given the drug. Complete parts (a) through (d) below. Supposing a success \( s \) is that the child is cured, the success probability \( p \) is 0.92. **Options:** A. Each trial consists of observing whether the child is cured of the pinworm infestation by the drug and has two possible outcomes, either cured or not cured. The results are dependent on other results. Supposing a success is \( s \) that the child is cured, the success probability \( p \) is \(\_\_\_). B. Each trial consists of observing whether the child is cured of the pinworm infestation by the drug and has three possible outcomes, which are cured, not cured, or partially cured. The results are independent. Supposing a success \( s \) is that the child is cured, the success probability \( p \) is \(\_\_\_). C. Each trial consists of observing whether the child is not cured of the pinworm infestation by the drug and has two possible outcomes, either not cured or cured. The results are independent. Supposing a success is \( s \) that the child is not cured, the success probability \( p \) is \(\_\_\_). D. Each trial consists of observing whether the child is cured of the pinworm infestation by the drug and has two possible outcomes, either cured or not cured. The results are independent. Supposing a success is \( s \) that the child is cured, the success probability \( p \) is 0.92. ### Construct a table that gives the probability for each outcome. (Let \( s \) be a success and \( f \) be a failure.) | Outcome | Probability | |---------|-------------| | sss | | | ssf | | | sfs | | | sff | | | fss | | | fsf | | | ffs | | | fff | | *(Round to three decimal places as needed.)* ### Explanation of Table: The table presents the different possible outcomes for the three children treated with the drug, where "s
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