APFIVE Frequency of Sine Functions
Rank the following sine functions by increasing frequency, where frequency is defined as the number of cycles per unit interval: $$\sin(0.5*x)$$, $$\sin(x)$$, $$\sin(2*x)$$, and $$\sin(3*x)$$.
A
sin(0.5x), sin(x), sin(2x), sin(3*x)
B
sin(3x), sin(2x), sin(x), sin(0.5*x)
C
sin(x), sin(0.5x), sin(2x), sin(3*x)
D
sin(0.5x), sin(2x), sin(x), sin(3*x)
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