2. Deka needed to determine the y-coordinate of a point that had turned 6° on a unit circle. Deka looked at the calculator and exclaimed, "Oh no! My calculator is not in degree model" sin(6) -0.2794154982 (a) Explain how you can tell from the calculator's result that the mode setting is for radians. *Include a well-labeled unit circle sketch to aid your response. (b) Draw a new unit circle. On this circle, sketch the actual turn angle whose y-coordinate was calculated when Deka used their calculator and saw sin(6) -0.2794154982 (c) Now do the actual conversion to determine the exact and approximate degrees for the turn Deka evaluated on the calculator. All work must be shown.

Trigonometry (MindTap Course List)
8th Edition
ISBN:9781305652224
Author:Charles P. McKeague, Mark D. Turner
Publisher:Charles P. McKeague, Mark D. Turner
Chapter2: Right Triangle Trigonometry
Section: Chapter Questions
Problem 1RP: The origins of the sine function are found in the tables of chords for a circle constructed by the...
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2. Deka needed to determine the y-coordinate of a polnt that had turned 6° on a unit circle.
Deka looked at the calculator and exclaimed, "Oh no! My calculator is not in degree model"
sin(6)
-0.2794154982
(a) Explain how you can tell from the calculator's result that the mode setting is for radlans.
*Include a well-labeled unit circle sketch to aid your response.
(b) Draw a new unit circle. On this circle, sketch the actual turn angle whose y-coordinate was calculated when Deka used their calculator and saw
sin(6)
-0.2794154982
溪主
(C) Now do the actual conversion to determine the exact and approximate degrees for the turn Deka evaluated on the calculator. All work must be shown.
Transcribed Image Text:2. Deka needed to determine the y-coordinate of a polnt that had turned 6° on a unit circle. Deka looked at the calculator and exclaimed, "Oh no! My calculator is not in degree model" sin(6) -0.2794154982 (a) Explain how you can tell from the calculator's result that the mode setting is for radlans. *Include a well-labeled unit circle sketch to aid your response. (b) Draw a new unit circle. On this circle, sketch the actual turn angle whose y-coordinate was calculated when Deka used their calculator and saw sin(6) -0.2794154982 溪主 (C) Now do the actual conversion to determine the exact and approximate degrees for the turn Deka evaluated on the calculator. All work must be shown.
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