Course Content-MATH X Path eys IMathAS Asse: X Michael s sitting on a Fe × \\ .
ID: 2920123 • Letter: C
Question
Course Content-MATH X Path eys IMathAS Asse: X Michael s sitting on a Fe × . Chegg Study | Guided S: C Secure ! https://imathas.rationalreasoning.net/assessment/showtest.php?action=skip&to;:16 Course Messages Farums Calendar GradebookLog Out Home>Trig Spring 2018> Assessment Erin Miller HW M7-19 Questions Michael is sitting on a Ferris wheel. He is exactly 27 feet from the center and is at the 3 o'clock position when the Ferris wheel begins moving. The bottom of the Ferris wheel is S feet above the ground. The Ferris wheel broke down within the first revolution of the ride when Michael was at the point (-26.104, -6.9). Q1 (10/10] Q2 [10/10] Q 3 (0110) Q4(0110) Q5 (0110) Q (0110) Q7 (0/ 10) a. What is the measure of the angle (in radians) that has a vertex (0, 0) and rays through the point (27, 0) and (-26.104, -6.9)? radians Preview b. How many feet did Michael travel along the are before stopping? C Q8 (5/10) feet Preview Q9 (0/ 10) Q 10 (0,10) Q 11 (0/ 10) C Q 12 (0/10) Q 13 (0,10) Q14 [10 10) Q 15 (0110) Q 16 (0110) Q 17 (0110) Points possible: 10 Unlimited attempts. Post this question to forum Submit Grade: 35/170 Print Version Chapter 14-Equi...ppt Chapter 14-Equi...ptx Chp14.Problem.FL pptx ^ V Show all | × O Type here to search 201 PM qx 3/6/2018Explanation / Answer
a)
x=-26.104, y =-6.9
= tan-1(y/x)
= tan-1(-6.9/-26.104)
=+ tan-1(6.9/26.104) radians
=3.4 radians
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b)
radius of revolution ,r =27 feet
arclength = r *
distance michael travel along the arc before stopping = 27*3.4
distance michael travel along the arc before stopping = 91.8 feet
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