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It is 1/7.

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Q: What is the probability of picking an M in the word Alabama?
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What is the probability of picking an m from the word mathematics?

If picked at random, the answer is 2/11.


What is probability of picking m in the word mathematics?

There are 11 letters and the m appears twice, so it is 2 in 11.


What is the probability you will draw a U not replace it then draw an M from the word summer?

In the first two draws, the probability is 1/15.


A bag contains 5 skittles and 9 M and M's. You pick two candies from the bag. What is the probability of picking a skittle both times if you replace the first pick?

It is (5/14)^2 = 0.1276, approx.


What county in Alabama is A and M university in?

Alabama A & M is located in Madison County, Alabama.


Find the probability of this event if one of these cards is drawn at random. Selecting a U not replacing it and then selecting an M.?

The answer depends on the set of cards from which the picking is done. Unfortunately, you have provided absolutely no information on that.


What is the probability of drawing two M's without replacement from the word mathematical?

1 in 12 * 11 / 2 / 1 or 1 in 66.


What has the author SHELDON M ROSS written?

SHELDON M. ROSS has written: 'INSTRUCTOR'S MANUAL FOR INTRODUCTION TO PROBABILITY MODELS' 'INTRODUCTION TO PROBABILITY MODELS'


What has the author Saadia M Pekkanen written?

Saadia M. Pekkanen has written: 'Picking winners?'


What is the University of Alabama's record against Texas A and M University?

The University of Alabama has 3 wins and 2 losses against Texas A & M University.


What are 3 universitys in Alabama?

University of Alabama Auburn University Samford University Alabama A&M University of North Alabama University of West Alabama University of South Alabama Alabama State University University of Mobile


What is the probability of an observation being above the mean?

For a continuous variable it is 0.5 but for a discrete variable the answer depends on the probability of the variable taking the mean value. It is half of the rest of the probability. If the discrete variable X has mean m and Prob(X = m) is p then Prob(X > m) = (1 - p)/2.