Use the uniform probability to model to find the property of selecting power from the word models
The uniform probability distribution model assumes that all outcomes are equally likely to occur. In the context of selecting a power from the word "models," this means that each letter in the word has an equal chance of being selected.
There are 6 letters in the word "models," so the probability of selecting any specific letter (e.g. 'm,' 'o,' 'd,' 'e,' 'l,' or 's') would be 1/6 or approximately 0.167.
Using the uniform probability distribution model, we can conclude that the probability of selecting any letter from the word "models" is 0.167.