reference angle in radians. 3. Given each angle in radians, find the 9π a) 11π 12
Part 2: Using exact values, draw and direct the given angle on the given axis. Then, state the next positive and negative co-terminal angle. Use the extra space to show all your work. Angle = 3.56 radians Angle = 19" radians + angle = + angle = angle = - angle =
1. Find the complement and the supplement of the given angle or explain why the angle has no complement or supplement. 70degrees 2. Find the complement and the supplement of the given angle or explain why the angle has no complement or supplement. 300degrees 3. Use the formula v=rw to find the value of the misisng variable. r=25m, w=2pie/5 radians per sec
Find the complement and the supplement of the given angle. 57° The complement of the angle is o The supplement of the angle is 1 N The terminal side of an angle 0) in standard position passes through the point (- 6 - 2) Use the figure to find the following value sine P sin 0-3 (Type an exact answer in simplified form. Rationalize all denominators. LEI
3. (8pts) Find the area of the sector for the given angle and radius r. 0 = rad, r = 3 cm a. b. 0 = 60°, r = 2 m
Given v= 2i and w=21 + 3), find the angle between v and w. The angle between v and w is approximately º (Type your answer in degrees. Do not round until the final answer. Then round to the nearest tenth as needed.)
in atute angle Activity 2 L. Prove that vertical angles are congruent. 5 min 2. Given LA and LB are complementary. Prove that LA is acute 5 min 3. Given: O is the midpoint of AB and of CD Δ0BD Prove. AOAC
The angle between the hyperbolic geodesics: the y-axis and the semi-circle given by x^2 + y^2 =4 is * 0 pi/6 O pi/4 O pi/3 pi/2 O pi
Solve the triangle, given a=10,b=13, and angle A=25
degrees
3. Solve the triangle, given a = 10, b = 13, and ZA = 25°. (round answer to one decimal place.
3) Given the following quaternions, calculate the equivalent DCM matrices, 3-2-1 Euler Angle Sequences, and resulting rotated vector v2 after rotating vector v1 = (1, 0, 0) with each q. Hint: If you do it in MATLAB you don't have to repeat the whole process each time. a) q = [0.7071, 0, 0, 0.7071] b) q = [0, 0.7071, 0, 0.7071] c) 9 = [0, 0, 0.7071, 0.7071] d) q = (-0.7071, 0, 0, 0.7071]