Understanding Cosine Function Symmetry: cos(-x) = cos(x)

cos(-x)

To find the value of cos(-x), we can use the cosine function’s property that it is an even function

To find the value of cos(-x), we can use the cosine function’s property that it is an even function. An even function is symmetric about the y-axis, which means its values remain the same when the input is negated.

In this case, since the input is -x instead of x, we can simply say that cos(-x) is equivalent to cos(x). Therefore, the value of cos(-x) is the same as the value of cos(x) for any given angle x.

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Understanding the Double Angle Formula for Cosine and Solving cos^2x = cos(2x)
The Double Angle Formula for Sine: Discover the Formula to Calculate sin(2x) Using sin(x)
Understanding the Property of the Sine Function: sin(-x) = -sin(x)

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