Given the following integral of a trigonometric function raised to an even power S sin2(9x) dx and its simplified form Scos(18x) dx Find the integral. O 1 X - sin(18x) + C

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A: The given integral is: I=∫-x2+4x+5dx=∫9-4+4x-x2dx=∫9-4+4x-x2dx=∫9-(x-2)2dx

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A: Answer is third option.

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Q: 1. Evaluate each of the following using a strategy for trigonometric integrals. sin (3x) (a) dx cos…

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A: Given I=∫151+sin2xdx. (a) The simple Simpson's rule is given by ∫abfxdx=b-a6fa+4fa+b2+fb.

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Q: Consider the integral cos“ x · sin'x dx , where k is a positive cos“ x• integer. Using the methods…

A: ∫coskx . sin3x dx∫coskx . sin2x .  sinx dx∫coskx . (1-cos2x) .  sinx dx               ( sin2x =…

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Q: Which of the following integrals will yield an inverse trigonometric function? e2x dx 4+e2x wdw (B…

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Q: For each of the following integrals find an appropriate trigonometric substitution of the form x =…

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