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Determine Whether the Given Pair of Vectors Are Orthogonal or Not

question 27

Multiple Choice

Determine whether the given pair of vectors are orthogonal or not. Determine whether the given pair of vectors are orthogonal or not.   and   A) yes B) no and Determine whether the given pair of vectors are orthogonal or not.   and   A) yes B) no


Definitions:

Simple Random Samples

A subset of individuals chosen from a larger set, where each individual is chosen randomly and entirely by chance.

Population

The entire pool from which a statistical sample is drawn and to which the results of analysis will be generalized.

Finite Population Correction Factor

The term \( \frac{(N - n)}{(N - 1)} \) that is used in the formulas for s_x and s_p whenever a finite population, rather than an infinite population, is being sampled. The generally accepted rule of thumb is to ignore the finite population correction factor whenever n/N ≤ .05.

Standard Error

The standard deviation of the sampling distribution of a statistic, most commonly of the mean.

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