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Given: f×x) sin (x) Describe the changes made to f×x) to create the graph below Describe the changes made to f×x) to create the graph below
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How to fill out given fx sin x:

01
Write down the equation: fx = sin(x).
02
Determine the range of values for x. In this case, x can be any real number.
03
Substitute different values for x into the equation and calculate the corresponding values for fx. For example, if x = 0, fx = sin(0) = 0. If x = π/2, fx = sin(π/2) = 1.
04
Continue substituting different values for x to obtain a range of corresponding fx values.
05
Plot the points (x, fx) on a graph to visualize the sinusoidal pattern.

Who needs given fx sin x:

01
Math students: Math students studying trigonometry or functions would benefit from understanding how to fill out the given fx sin x. It helps them grasp the concept of sine function and how it varies with different values of x.
02
Engineers: Engineers dealing with fields like signal processing, control systems, or wave analysis often use sinusoidal functions like sine. Knowing how to fill out the given fx sin x helps them in modeling and solving problems in these areas.
03
Physicists: Physicists studying waves, oscillations, or periodic phenomena frequently utilize sine functions in their calculations. Being familiar with filling out the given fx sin x allows them to accurately represent these physical phenomena in mathematical models.
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Given fx sin x represents a function where the input is x and the output is sin(x).
Anyone who needs to calculate or analyze a sine function with respect to a given input x.
To fill out given fx sin x, you simply need to substitute the value of x into the sin function and calculate the corresponding sine value.
The purpose of given fx sin x is to determine the sine value of a given input x in a mathematical or analytical context.
The only information required to be reported on given fx sin x is the input value x and the corresponding sine value calculated using the sin function.
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