Two five-sided dice are rolled. Consider the following events: Event A: The sum of the two...

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Two five-sided dice are rolled. Consider the following events: Event A: The sum of the two dice is less than or equal to seven. Event B: The minimum value of the two dice equals one. Note: If both Die 1 and Die 2 equal four, then the minimum value equals four. (a) How many outcomes (sample points) for a roll of two five-sided dice are possible? Report your answer as an integer. Lab Module 2 - 7 25 outcomes (b) What is the probability associated with each possible sample point? Round your answer to two decimal places. Event A: 0.24 Event B: (c) How many possible outcomes (sample points) are consistent with Event A? Report your answer as an integer. (d) Compute P(A) using the Classical Method. Round your answer to two decimal places. Two five-sided dice are rolled. Consider the following events: Event A: The sum of the two dice is less than or equal to seven. Event B: The minimum value of the two dice equals one. Note: If both Die 1 and Die 2 equal four, then the minimum value equals four. (a) How many outcomes (sample points) for a roll of two five-sided dice are possible? Report your answer as an integer. Lab Module 2 - 7 25 outcomes (b) What is the probability associated with each possible sample point? Round your answer to two decimal places. Event A: 0.24 Event B: (c) How many possible outcomes (sample points) are consistent with Event A? Report your answer as an integer. (d) Compute P(A) using the Classical Method. Round your answer to two decimal places.