e^3x cos(3x-5) integration
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Answer:
I=∫e3xcos3xdx
Apply integration by parts
∫udv=uv−∫vdu
the trigonometric part will be dv in this case ie cos3xdx=dv
I=31e3xsin3x−∫31sin3x.(3.e3x)dx
Apply integration by parts
I=31e3xsin3x+31e3xcos3x−31∫3e3xcos3xdx=31e3xsin3x+31e3xcos3x−I
since I=∫3e3xcos3xdx
2I=31e3xsin3x+31e3xcos3x
I=
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Evaporation, the process by which an element or compound transitions from its liquid state to its gaseous state below the temperature at which it boils; in particular, the process by which liquid water enters the atmosphere as water vapour.
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