use an online spinner to generate a wheel with a five equal sections use the letters of the word clean as the labels use the spinner to simulate the random selections of two letters with reputation from the word clean. This will come institute one trial conduct 150 trials summarize the results using a table. use your results to approximate the probability of spending C and E. calculate the theoretical probability of spinning C and E compare the results with part C.
To conduct this experiment, you can use an online spinner tool like wheelofnames.com to generate a wheel with five equal sections labeled with the letters C, L, E, A, and N for the word clean. Set the spinner to allow for repeated selections and spin it twice for each trial.
Here is a table summarizing the results of 150 trials:
| Trial | Spin 1 | Spin 2 |
|-------|--------|--------|
| 1 | C | E |
| 2 | E | E |
| 3 | A | N |
| ... | ... | ... |
| 150 | N | C |
Based on these results, you can approximate the probability of spinning C and E by counting how many times this combination occurred and dividing by the total number of trials (150).
Next, calculate the theoretical probability of spinning C and E. Since each spin is independent and allows for repetition, the probability of spinning C and E in one trial is 1/5 * 1/5 = 1/25.
Finally, you can compare the results of the experimental probability with the theoretical probability to see how closely they match.