Assuming that each model house has an equal probability of being chosen, the probability of a client choosing model 2 with a garage can be calculated by finding the proportion of trials where model 2 with a garage was chosen.
Since there are 6 model houses to choose from and the client can choose either a carport or garage, there are a total of 6 * 2 = 12 options.
Out of these 12 options, model 2 with a garage is only one option. Therefore, the probability of a client choosing model 2 with a garage on any given trial is 1/12.
So, on 1000 trials, the probability of a client choosing model 2 with a garage can be calculated as:
Probability = Number of trials where model 2 with a garage was chosen / Total number of trials
Probability = 1000 * (1/12) = 83.33%
Therefore, the probability of a client choosing model 2 with a garage on 1000 trials is approximately 83.33%.
6 model houses to choose from. client can choose carport or garage. on 1000 trials what is the probability of a client choosing model 2 with a garage
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