a type of probability model where the number of outcomes is infinite or unlimited and probability cant be…

a type of probability model where the number of outcomes is infinite or unlimited and probability cant be assigned to each outcome, hence, probability is regarded as an area.\n○ experimental model\n● continuous probability model\n○ discrete probability model

a type of probability model where the number of outcomes is infinite or unlimited and probability cant be assigned to each outcome, hence, probability is regarded as an area.\n○ experimental model\n● continuous probability model\n○ discrete probability model

Answer

Brief Explanations:

In a continuous probability model, the number of outcomes is infinite. Probability is calculated over intervals and represented as an area under a probability - density function since individual outcomes have zero probability. In contrast, a discrete probability model has a countable number of outcomes, and an experimental model is based on actual experiments.

Answer:

B. Continuous Probability Model