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Let F=αxi+byj+czk\vec{F}=\alpha x \vec{i}+b y \vec{j}+c z \vec{k} Where A, B and C Are Constants

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Let F=αxi+byj+czk\vec{F}=\alpha x \vec{i}+b y \vec{j}+c z \vec{k} where a, b and c are constants.Suppose that the flux of F\vec { F } through a surface of area 3 lying in the plane y = 3, oriented in the positive y-direction, is 45.Find the flux of F\vec { F} through a surface of area 4 lying in the plane y = 3, oriented in the negative y-direction.


Definitions:

Population Variances

The measure of how data points in an entire population are spread out.

Population Variances

Measures of the dispersion of a population data set, reflecting how much the members of the population differ from the population mean.

Ratio

A quantitative relationship between two numbers, indicating how many times one value is contained or can contain the other.

Sample Variances

A measure of the variance (spread or variability) within a sample data set.

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