Score on last attempt: I: 0 out of 2 Score in gradebook: I: 0 out of 2 The diagram below shows an angle with an unknown measure of 3 radians and a circle with a radius 2.2 cm long centered at the angle's vertex, The terminal point is 1.33 cm above the circle's center. ' '3 cm A a. What is the value of sin(9)? sin(9) = at Preview 8 Try again. Recall that sin(0) represents the terminal point's distance above the circle's center measured in radius lengths. What is the measure of the terminal point's distance above the circle's center measured in units of the radius of the circle? b. What is the value of csc(0)? csc(9) = 8 Preview 8 Try again. Recall that csc(9) represents the length of the radius of the circle measured in units of the terminal paint's distance above the circle's center. Submit Question 3. Points possible: 2 License Unlimited attempts. Score on last attempt: 0. Score in gradebook: 0 The applet below shows an angle with a circle centered at its vertex. You can control the circle's radius (in cm) 'r using the top slider in the applet and the angle's radian measure 9 using the bottom slider. a. Let's consider an angle measure of 9 = 0.6 radians. meas. z 1.39 i. Use the sliders to create an angle with a measure of 6 = 0.6 radians and a circle with a radius of 'r = 2 cm. What is the measure of circle's radius in units of the terminal point's distance above the circle's center? (Hint: use the segments to the right of the circle.) Measurement: a: radius lengths ii. Now, vary the radius of the circle. Varying the radius of the circle iii. What does this measurement tell us about the value of csc(0.6)? csc(0.6) z a Preview Select an answer v a change this measurement. b. Let's now consider an angle measure of 6' = 3.8 radians. Use the applet to create an angle with this angle measure. a. What is the measure of the circle's radius in units of the terminal point's distance above the circle's center? Measurement: 3 radius lengths b. What does this measurement tell us about the value of csc(3.8)? csc(3.8) z a Preview Submit The diagram below shows an angle with an unknown measure of 9 radians and a circle with a radius 2.4 cm long centered at the angle's vertex. The terminal point is 1.77 cm above the circle's center. 'y' cm a. What is the value of csc(0)? we: Preview b. Like the other trigonometric functions, the csc function has an inverse function, csc'l, where if csc(9) = m then 0 = csc'1 (m) (for all 0