Question

Give two examples of Bernoulli trials not presented
neither in your textbook nor from another classmate.

Answer #1

**answer:** **Many applications of probability and
staistics concern the repetition of an experiment. We call each
repetition a trial, and we particularly intrested in cases in which
the experiment (each trail) has only two possible out
comes.** **1)
Flipping a coin. in the contex, observe (heads) conventionally
denotes success and reverse (trials) denote failure. a fair coinb
has the probability of success 0.5 by definition.**
**2) An industrial process
produces processors that can be either usable or
defective.** please vote me like, thank you

Rework problem 4 from section 4.1 of your text involving the
computation of probabilities for Bernoulli trials. Use the
following values instead of those found in your book.
(1) 3 successes in 5 trials with q = 0.7:
(2) 3 failures in 6 trials with q = 0.6:

Rework problem 5 from section 4.1 of your text involving the
computation of probabilities for Bernoulli trials. Use the
following values instead of those found in your book. (1) At least
3 successes in 9 trials with p = 0.65 (2) At least 8 failures in 10
trials with p = 0.2

Using the two-step commit presented at the beginning of Chapter
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