Finding indefinite integral ∫ (sin2x - e ^ X / 3) DX
∫ [sin2x -e^(x/3 )] dx
=∫ sin2xdx-∫e^(x/3) dx
=1/2∫ sin2xd2x-3∫e^(x/3 )d(x/3)
=-1/2cos2x-3e^(x/3)+c
RELATED INFORMATIONS
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- 11. Calculation of definite integral ∫ (x * sin2x) DX
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- 16. This paper discusses the anomalous integral ∫ DX / X (LNX) ^ k superscript +∞ subscript E
- 17. When k is a value, the anomalous integral ∫ (0, positive infinity) DX / [x (LNX) ^ k] converges? When k is a value, the anomalous integral diverges?
- 18. Anomalous integral 2 to positive infinity 1 / X (LNX) ^ k DX
- 19. Do the following generalized integrals converge ∫ e + ∞ 1 / X (LNX) ^ 2 DX ∫ upper limit positive infinity lower limit e x multiplied by (LNX) 1 / 2 DX
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