Determine whether the graph of f(x) is a sinusoid.
-$$f ( x ) = 12 \cos x + \tan x$$

Name: Determine whether the graph of f(x) is a sinusoid. -\[f ( x ) = 12 \cos x + \tan x\]
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A sinusoid is a function that can be represented as a sine or cosine function with possible transformations. The function $f(x) = 12 \cos x + \tan x$ includes a tangent term, which is not part of a sinusoidal function, making the overall function not a sinusoid.

Determine Whether the Graph of F(x) Is a Sinusoid f(x)=12cos⁡x+tan⁡xf ( x ) = 12 \cos x + \tan xf(x)=12cosx+tanx

Determine Whether the Graph of F(x) Is a Sinusoid $f ( x ) = 12 \cos x + \tan x$