If Jackson turns on his favorite TV station at a randomly selected time, the probability that the current show will be on
a commercial break is 0.35.
Which of the following is the correct interpretation of this probability?
35% of the money that Jackson's favorite TV channel makes comes from advertising.
For every 100 minutes Jackson watches his favorite TV station, 35 of those minutes will be taken up by
commercials.
Tomorrow, Jackson's favorite TV station will run commercials for 35% of the air time.
If you take a very large sample of the times Jackson tunes in to his favorite TV station, a commercial will be on
about 35% of the time.

Probability refers to the branch of mathematics regarding numerical descriptions of how likely an event is to occur. The probability of an event is a number between [tex]\boldsymbol{0}[/tex] and [tex]\boldsymbol{1}[/tex]

[tex]0[/tex] indicates impossibility of the event and [tex]1[/tex] indicates certainty.

If Jackson turns on his favorite TV station at a randomly selected time, the probability that the current show will be on is that ''If you take a very large sample of the times Jackson tunes in to his favorite TV station, a commercial will be on about [tex]35\%[/tex] of the time.''

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