For a random variable X that follows the binomial probability distribution, the lower limit of X is zero. True or False?
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May be
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false
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It is true that for a random variable X that follows the binomial probability distribution, the lower limit of X is zero.
- Binomial distributions must additionally meet the following three requirements:
- A certain number of observations or trials are required. To put it another way, you can only know the probability of something happening if you do it a certain number of times. This is self-evident: you have a 50% probability of getting tails if you toss a coin once. You have a decent probability of getting tails if you toss a coin 20 times.
- Each observation or trial differs from the previous ones. In other words, none of your experiments have any bearing on the outcome of the next experiment.
- From trial to trial, the chances of success (tails, heads, fail, or success) are the same.
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