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Vector = 4

question 33

Multiple Choice

Vector Vector = 4.00 m points eastward and vector = 3.00 m points southward. The resultant vector + is given by A) 5.00 m at an angle 36.9° south of east. B) 5.00 m at an angle 53.1° south of east. C) 5.00 m at an angle 71.6° south of east. D) 5.00 m at an angle 18.4° south of east. E) 5.00 m at an angle 26.6° south of east. = 4.00 m points eastward and vector Vector = 4.00 m points eastward and vector = 3.00 m points southward. The resultant vector + is given by A) 5.00 m at an angle 36.9° south of east. B) 5.00 m at an angle 53.1° south of east. C) 5.00 m at an angle 71.6° south of east. D) 5.00 m at an angle 18.4° south of east. E) 5.00 m at an angle 26.6° south of east. = 3.00 m points southward. The resultant vector Vector = 4.00 m points eastward and vector = 3.00 m points southward. The resultant vector + is given by A) 5.00 m at an angle 36.9° south of east. B) 5.00 m at an angle 53.1° south of east. C) 5.00 m at an angle 71.6° south of east. D) 5.00 m at an angle 18.4° south of east. E) 5.00 m at an angle 26.6° south of east. + Vector = 4.00 m points eastward and vector = 3.00 m points southward. The resultant vector + is given by A) 5.00 m at an angle 36.9° south of east. B) 5.00 m at an angle 53.1° south of east. C) 5.00 m at an angle 71.6° south of east. D) 5.00 m at an angle 18.4° south of east. E) 5.00 m at an angle 26.6° south of east. is given by

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Frequency Distribution

A table or graph that displays the frequency of various outcomes in a sample.

Relative Frequency

The proportion of times a particular value or category appears in a dataset relative to the total number of observations.

Crosstabulation

A tabular summary of data for two variables. The classes for one variable are represented by the rows; the classes for the other variable are represented by the columns.