Here are the correct interpretations for each probability:

Part 1 of 8
(a) The probability 0.04 indicates that it would be unusual for this event to happen.

Part 2 of 8
(b) The probability 2.91 indicates that someone made a mistake (since probabilities must be between 0 and 1).

Part 3 of 8
(c) The probability 0.15 indicates that the event may happen but is not likely.

Part 4 of 8
(d) The probability 0 indicates that the event cannot happen.

Part 5 of 8
(e) The probability 1.00 indicates that the event is certain to happen.

Part 6 of 8
(f) The probability 0.87 indicates that the event is very likely to happen but is not certain.

Part 7 of 8
(g) The probability −0.98 indicates that someone made a mistake (since probabilities cannot be negative).

Part 8 of 8
(h) The probability 0.50 indicates that the event is as likely to happen as not.

Would you like further details or have any questions?

Here are 5 related questions:

1. What is the difference between theoretical and experimental probability?
2. How do you determine if a probability is reasonable or not?
3. Can a probability ever be greater than 1?
4. What is the probability of mutually exclusive events?
5. How do odds differ from probability?

Tip: Always ensure the probability values are within the range of 0 to 1, inclusive, when calculating or interpreting them.