Consider the random experiment where the numbers 1 - 25 are written on separate tickets and placed in a jar and 1 ticket is drawn from the jar. Find the probability.
P(not divisible by 5)

Answers

Answer 1

Answer:

22

Explanation:


Related Questions

1. A requested task is subject to be reported when:
Requesting for a screenshot
When it is asking for 3 proofs
When it requests for email address to be submitted
When the link takes you to an external page requesting a different task other than what is listed in Microworkers

Answers

A requested task is subject to be reported when option D: When the link takes you to an external page requesting a different task other than what is listed in Microworkers.

What does a "microworker" do?

This is a unique, international internet network called Microworkers links employers and employees from all around the world.

Their  distinctive method assures Employers that a task paid is a task effectively completed, and ensures Workers that a job successfully completed receives payment.

Therefore, Note that redirecting people to other site is not acceptable on the microwork website and as such should be reported.

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A family of 11 members went for a picnic at a park. There they saw a long straight bench that could
accommodate all of them so they decided to sit on it. Now, the two youngest members of the family had an
argument the previous day so they refused to sit together.
What is the probability that out of all seating arrangements that are possible, one arrangement is picked
such that the two youngest members don't sit together?

Answers

Probability tells us how often some event will happen after many repeated trials. This topic covers theoretical, experimental, compound probability

What is the likelihood that one seating arrangement will be chosen out of all possible seating arrangements?

Make all possible arrangements for 12/78 or 2/13, with the two youngest members being 1 and 2.

Then 1 will form a pair with 3,4,5,6,7,8,9,10,11,12,13 = 12 pairs, but 1 will not form a pair with 2 according to the question.

2 pairs = 3,4,5,6,7,8,9,10,11,12,13 = 11 pairs

Then 3 will make 4,5,6,7,8,9,10,11,12,13 = 10 pairs, not 1 and 2 as they did previously.

Then 4 becomes 5,6,7,8, and so on.

Then you make pairs with all of the numbers.

As a result, total pairs formed with 1 = 12, 2 = 11, 3 = 10, and so on until 78 pairs were formed.

12 people in total are seated together.

12/78 = 2/13

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