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Find the exact values of the sine, cosine, and tangent of the angle 165º = 135° + 30° sin(165°) = COS(1650) = tan(165°) = 3. -/16.7 points LARPCALC105.5.017. Use a double-angle formula to rewrite the expression, 18 cos? x - 9 Write the expression as the sine, cosine, or tangent of an angle. sin 60° cos 5° + cos 60° sin 5° 5. -16.66 points LARPCALC10 5.5.025. Rewrite 2 cos 4x in terms of cos x. 6. - 16.66...
tion I You can leave your answer in terms of sine or cosine if the angle value is not on the unit circle. (a) Find the length of side c. 37° 11 8 3 с (b) Find the length of side c. B 350 C 105° 7
Practice 59: Trigonometric Functions of Score: 10.5/17 12/17 answered Question 9 < > Find an angle A with 0° < < 360° that has the same: Sine function value as 190 0 = degrees Cosine function value as 190° 0 = degrees
Given the value of sine or cosine in the II quadrant, find the values of the other trigonometric functions: 7. If cosθ -1 and θ is an angle in II quadrant, draw the angle in standard position and find s1ηθ , sec®.cscθ, cot® and tanθ
Given the value of sine or cosine in the II quadrant, find the values of the other trigonometric functions: 7. If cosθ -1 and θ is an angle in II quadrant, draw the angle in...
Problem #7: Use the chain rule to find the value of op when t= 1. z = 4x2 – 5y, x = P +3, y = 2t – 2 Problem #7:
5) (8 pts) Answer each question: a) Find an angle e with 0° <0 < 360° that has the same cosine value as 40° b) Find an angle 0 with 0<O<27 that has the same sine value as 410 3 c) Find an angle between 0 and 2A, in radians that is coterminal with the angle 23 6 d) Find the reference angle and which quadrant the angle 260° lies in.
Cramer's Rule: 5. Use Cramer's Rule to find x,y and z for the following system of equations. X 2 7x + 2y - z= -1 ។ 6x + 5y + z = 16 -5x - 4y + 3z = -5 2 : 2 a. Write the coefficient matrix first for the system above. Call it matrix D. 7 2 5 L-8-4 3 1 14 ] = 0 b. Find the determinant of the coefficient matrix (det(D)).
a. Use the Chain Rule to find the indicated partial derivatives. z = x4 + x2y, x = s + 2t − u, y = stu2; ∂z ∂s ∂z ∂t ∂z ∂u when s = 1, t = 2, u = 3 b. Use the Chain Rule to find the indicated partial derivatives. w = xy + yz + zx, x = r cos(θ), y = r sin(θ), z = rθ; ∂w ∂r ∂w ∂θ when r = 8, θ = pi/2 c. Use the...
Q2 (7 points) Use Cramer's rule to find only the value of z satisfying the following system: a 3x – y + 2z - - 4 10x – 3y + 5z =-11 20+ y + 4z = 2. nema
9) Given z = x² + xy?, use the Chain Rule to find where x = uv? +wº, y=u+ve" ди