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Guest432
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The answer here shows the answer as being
but my limited knowledge of integrals begs me to asks where did the z go?
but my limited knowledge of integrals begs me to asks where did the z go?
An integral is a mathematical concept that represents the area under a curve. It is a fundamental concept in calculus and is used to solve problems involving continuous changes.
The 1/2 in the integral represents the half of a full rotation or period of the sine function. It is necessary to include this factor to correctly calculate the area under the curve.
Sin(2pi/n) represents the frequency of the sine function. It determines the number of oscillations or cycles in the given interval.
The variable z represents the independent variable in the integral. It determines the range of values over which the integral is calculated. In this case, it represents the height of the curve at a given point.
This integral can be used in science to calculate the area under a sine curve, which can have applications in fields such as physics and engineering. It can also be used in mathematical modeling and data analysis to describe and predict real-world phenomena.