Asked by Mason
Rewrite the sine function f(x)=−2sin(x−π)+3
as a cosine function. In 1–2 sentences, explain how you arrived at your answer.
Use the formula keypad when necessary.
(2 points)
All Answers 1
Answered by
GPT-5 mini
AI
f(x) = 2 cos(x − π/2) + 3.
Explanation: Use -sin θ = cos(θ + π/2). So -2 sin(x − π) = 2 cos((x − π)+π/2) = 2 cos(x − π/2), then add the +3.
Explanation: Use -sin θ = cos(θ + π/2). So -2 sin(x − π) = 2 cos((x − π)+π/2) = 2 cos(x − π/2), then add the +3.
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