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# What are some examples of binomial distribution?

A binomial distribution is a probability distribution that has only two possible outcomes which sum up to one and have fixed probabilities. Binomial distributions typically represent a binomial random variable, which is a set of X number of successes that resulted from N trials conducted in a binomial experiment. Examples of binomial distributions can be found on the websites cited in the reference section and many other statistics websites.

Continue ReadingA binomial experiment is the foundation of the binomial distribution. Its properties include: there are N number of repeated trials in the experiment, and there are only two possible outcomes in each trial, which are referred to as either successes or failures. The probability of success is the same on each trial and is denoted by "P," and the outcome of each trial is independent of the other trials. Binomial distributions have both mean and standard deviation. Finding the mean typically involves multiplying the number of trials in the experiment by the probability of success on each trial. The variance is calculated by multiplying the mean by (1-n), where n is the probability of success on each trial. The standard deviation is obtained by calculating the square root of the deviation.

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Q:
## What is the way to factor x3y3 + z3?

A: X3y3 + z3 can be factored by using a graphing calculator or through factoring as a sum of cubes. The final answer for factoring x3y3 + z3 is (xy + z) times... Full Answer >Filed Under: -
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## How do you calculae the mean absolute deviation?

A: Find the mean absolute deviation by finding the sum of the absolute value of x minus mu, all divided by N. In this formula, mu is the mean, x is the value ... Full Answer >Filed Under: -
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## What is the sum of all the positive integer factors of 12?

A: The sum of all the positive integer factors of 12 is 28. The positive integer factors of 12 are 1, 2, 3, 4, 6 and 12, and when added together, these terms ... Full Answer >Filed Under: -
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## What is the formula for midpoint?

A: The formula for a midpoint is the sum of x1 and x2 divided by two for the first coordinate and the sum of y1 and y2 divided by two for the second coordinat... Full Answer >Filed Under: