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III. Project Work (C 1. Use the radius of your wheel to write an equation of a circle, centered at (0, 0), with a radius and diameter equal to that of your wheel. radius=46Feet 2. Write the coordinates of points A, B, C and D on the graph →.

III. Project Work (C 1. Use the radius of your wheel to write an equation of a circle, centered at (0, 0), with a radius and diameter equal to that of your wheel. radius=46Feet 2. Write the coordinates of points A, B, C and D on the graph →.

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.6: Additional Trigonometric Graphs
Problem 60E
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III. Project Work (C) 1. Use the radius of your wheel to write an equation of a circle, centered at (0, 0), with a radius and diameter equal to that of your wheel. radius=96Feet 2. Write the coordinates of points A, B, C and D on the graph →→ 3. Write the measure of the angle of rotation clockwise from A to each point below. Then use the definition of the sine from p. 2 to find the sine of each of the four angles. A to A A to B A to C A to D Measure of the angle (0) Sine of the angle C Check the sine values above with a calculator. B gevor Jay D 4. Draw a 200° angle in standard position. Label point P, the intersection of the terminal ray and the circle. Draw a reference triangle. Calculate the height below the midline for P. A What is the y-coordinate of P? Draw angles in standard position on a coordinate grid, and to decide if angles are coterminal, and therefore have the same value for the sine function. Ⓒ2021 Open Up Resources and Mathematics Vision Project Use the equation of your circle from #1 to find the x-coordinate of P. Download for free at openup.org 4 of 6
Transcribed Image Text:III. Project Work (C) 1. Use the radius of your wheel to write an equation of a circle, centered at (0, 0), with a radius and diameter equal to that of your wheel. radius=96Feet 2. Write the coordinates of points A, B, C and D on the graph →→ 3. Write the measure of the angle of rotation clockwise from A to each point below. Then use the definition of the sine from p. 2 to find the sine of each of the four angles. A to A A to B A to C A to D Measure of the angle (0) Sine of the angle C Check the sine values above with a calculator. B gevor Jay D 4. Draw a 200° angle in standard position. Label point P, the intersection of the terminal ray and the circle. Draw a reference triangle. Calculate the height below the midline for P. A What is the y-coordinate of P? Draw angles in standard position on a coordinate grid, and to decide if angles are coterminal, and therefore have the same value for the sine function. Ⓒ2021 Open Up Resources and Mathematics Vision Project Use the equation of your circle from #1 to find the x-coordinate of P. Download for free at openup.org 4 of 6
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