(cos 0, sin 0) TO 90° 2 /3 2 2 (0,1)1 (글을) (号号) (을) /3 2 2 2 /2 (을을) 2n 120°, 3 60°, 3 45.A TC 135°, /3 1 4 150°,- 30°, 6. (1,0) 0°,0 (-1,0) 180°,T 7Tt 210 11T 330°, 6. 7n 315°, 2 2 2 2 225°, 5T 300°,- 4 47 240 3 (号号) (台 ' 3 13 2 2 12 -/2 2 2 -1-/3 2 2 (0,-1) 270°,

Q: Determine f sin x sin(cos x) dx

A: We have to solve the problem

Q: Use the method of substitution to evaluate | 2x cos x² dx. sin x? + c – sin x? + c sin x? + c sin x-

A: We use substitution method

Q: Verify the identity : 1-cosx sinx = 2 csc x sinx 1– COsx 2.

A: Given- 1-cosxsinx+sinx1-cosx=2cscx To verify- The above identity. Identity Used- sin2x=1-cos2x

Q: Can the sin x ever be a value greater than 1?

A: We have to find the sinx value

Q: If cos x = - 47 and 7 7/2 s ≤x≤, find the exact value of sin(x).

A:

Q: epresent 3 sin x + 6 cos x in a form A sin(x + p), use radians for p.

A:

Q: Find an alternative form in terms of x for each of cos(sin- 1 x) and tan(sin- 1 x).

A: Let us make a triangle with opposite = x and hypotenuse=1 , because sin theta= opposite/hypotenuse…

Q: without using calculato find :   cos(225)sin(315) + 1/2sin(-270)tan(405)

A:

Q: Solve the equation for x if 0≤x≤2π. Give your answer in radians using exact values only. ​ cos x…

A:

Q: Find the equation of the graph given below. Notice that the sine function is used in the answer…

A: Given

Q: determine the value of theta given that 0<=theta<=2pi for cosx=-0.3178. Justify your answer.

A:

Q: Evaluate: sin 6x sin 3a da A. 0 в. - В. 2 C. - :- С. 2 D.

A: SOLUTION-

Q: Find if x- costy =- cscy

A: Given that: x-cos2y=xcscy