What is the period of 1-sin 2πx/3? Please explain.

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asked Oct 12, 2022 210k views

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Cris R · Answer 1 · 2022-10-15T19:18:34+0000

Answer:

Notice, period of function sin(kx) is 2π/k where k is constant (coefficient of x ) since coefficient of x in sin(2πx/3) is k=2π/3 hence the period of sin(2πx/3) is 2π/(2π/3)=3

Explanation:

What is the period of 1-sin 2πx/3? Please explain.

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