MAC1140 Lecture Notes - Lecture 5: Graphing Calculator, Trigonometric Functions, Unit Circle
Document Summary
6. 5 circular functions: graphs and properties notes: sterling. Provide a generalization to each of the key terms listed in this section. When the radius is 1, then = s. 1 = s. if the radius is 1, then, = s the radius is 0, then will be unde ned sinze the 0 would be in the denominator. r = s r = s ( 1) = s. What would the rotation"s center, in radians, when you have a point that"s 5 meters from the rotation"s center while traveling at 10 meters? s r. When you have any real number, which can be expressed with s, that can help gure out a point, which is normally in the form of (x, y), on a unit circle and can be explained by the following: = x y x 6= 0 y 6= 0 x 6= 0 y 6= 0.