(a) Express the following angles in radians.25° =rad55° =rad75° =rad190° =rad(b) The following angles are in units of radians. Express them in degrees.Tt/6 =0.90n =1.2n =8n =(c) The following angles are in units of radians. Express them in units of revolutions.T/6 =rev0.90n =rev1.2n =rev8T =rev

1. Angles into radians 1 degree=π180radians 25°=25×π180=0.436 rad55°=55×π180=0.959…

(a) Express the following angles in radians. 25° = rad 55° = rad 75° = rad 190° = rad (b) The following angles are in units of radians. Express them in degrees. T/6 = 0.90π = 1.2n = 8n = (c) The following angles are in units of radians. Express them in units of revolutions. T/6 = rev 0.90n = rev 1.2n = rev 8n = rev

(a) Express the following angles in radians. 25° = rad 55° = rad 75° = rad 190° = rad (b) The following angles are in units of radians. Express them in degrees. T/6 = 0.90π = 1.2n = 8n = (c) The following angles are in units of radians. Express them in units of revolutions. T/6 = rev 0.90n = rev 1.2n = rev 8n = rev

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 51P: In Problem 50, what is the tangent of the angle for which 5.00 in is the opposite side?

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