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calculus · worked example

Solve ∫ 2 sin(x) dx = -2cos(x) + C

Method: konstanter Faktor. Verified step-by-step solution with our free AI math solver.
Problem

∫2sin⁡x dx\int 2\sin x \, dx

Step-by-step solution

  1. Ziehe die Konstante heraus: 2∫sin⁡x dx2 \int \sin x \, dx.

  2. ∫sin⁡x dx=−cos⁡x+C\int \sin x \, dx = -\cos x + C.

  3. Multipliziere: −2cos⁡x+C-2\cos x + C.

Answer

−2cos⁡(x)+C-2\cos(x) + C

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