Answer:
Concept:
We will define the events on the options to figure out the final answer to the question
1) equally likely event:
Equally likely events are events that have the same theoretical probability (or likelihood) of occurring. Each numeral on a die is equally likely to occur when the die is tossed.
2) Impossible events:
Impossible Event. An impossible event is an event that cannot happen. E is an impossible event if and only if P(E) = 0. In flipping a coin once, an impossible event would be getting BOTH a head AND a tail.
3) Less likely events:
Less Likely (Less Probable) One event (A) is less likely to occur than another event (B) when the theoretical probability of the event (A) is less then that of the other event (B). If the probability of event A is less than the probability of event B, then event A is less likely to occur then event B.
4) More likely events:
More Likely (More Probable) One event (A) is more likely to occur than another event (B) when the theoretical probability of the event (A) is greater then that of the other event (B). If the probability of event A is greater than the probability of event B, then event A is more likely to occur then event B.
The probability of picking a blue ball is given below as
[tex]\begin{gathered} Pr(Blue)=\frac{320}{429}\times100\% \\ Pr(Blue)=74.59 \\ Pr(Blue)\approx75\% \end{gathered}[/tex]Hence,
The final answer is MORE LIKELY EVENTS
