If we are asked to find the indefinite integral of cos x sinx, which identity can we use to simplify the integrand? Select the correct answer below: O (sin² x)³ = (1 - cos²x) ³ 1-cos(2x) sin² X = 2 cos²x = 1 - sin²2 x cos²x = 2 Content attribution W 1+cos(2x) 2 #3 80 E 54 $ 4 R % 5 T () 6 MacBook Pro Y & 7 U * 00 8 1 ( 9 6 O 0 FEEDBACK P

Q: Evaluate the following leaving the result as an EXACT value. cos⁡(tan^-1⁡(4/3)+sin^−1⁡(−2/5))

A: We have to solve the problem

Q: 1//2 x8 Evaluate: sin" (1-2x')+ cos" (2axvi-x")} dx. 2x²)+cos* 1-x4 -1/V2

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Q: Using False Position Method, what is the root? Use error = 1 x 10^-6

A: We need to find the root of xex-cosx=0 f(x)=xex-cos(x) Formula for False Position Method…

Q: point(s)  (6.1,y) is/are on the circle  x2+y2=49. Determine the missing coordinate(s) and enter the…

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Q: cosx dx sinx +1 * Evaluate (A) none of these sen + In|sinx + 1| +C B © e - In|sinx +1| + C 1 ·+ C…

A: According to the problem, we have

Q: dx %3D = 7 in the expression for ap and simplify. Substitute dt dt x + 5sin 5x(cos 5x) dx dD dt Vx +…

A: Here we have to substitute the given derivative.

Q: First, recall that sin²2 (0) = 1 - cos² (0). Thus, substitute (1 - cos²(0)) for sin²(0) in the given…

A: Now we know that sin^2(theta)=1-cos^2(theta)

Q: Verify the identity sec-1 x = cos-1(1/x), for x ≠ 0.

A: According to the question, we have to verify the identity sec-1x=cos-11x. As the above function is…

Q: Express sin6 Oin terms of powers of sin Oonly

A: We have given,  sin6θ we have to express it in the term of sin only.

Q: S x2tan (x³)dx

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Q: perform addition and use fundamental identites to simply sin(x)/1 + cos (x) +1 cos (x)/sin(x)

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Q: Determine the value of  tanz if sinz + cos z=0.2 and pi>z<pi/2

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Q: Verify the identity cosh 2x = cosh2 x + sinh2 x

A: we have to verify the identity: cosh(2x)=cosh2x+sinh2x   L.H.S: cosh2x as we know that coshx=ex+e-x2…

Q: verify sin2(x)+cos2(x)=1

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Q: 3 sin3xcosxdx (COSX

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Q: Use the cofunction identities to select the correct answer which fills in the blank. cos(10x) = sin_…

A: We know that, sin(90°+x) = cos(x) sin(90°-x) = cos(x)

Q: 3 cos xdx 1-sinx

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