Let the position of a swinging pendulum in simple harmonic motion be given by s(t) = cos(t) + sin(t) where t measures time in seconds, and s measures position in centimeters. What is the tangent line to s(t) when t = 10.2 seconds? O a. y = -0.0144 x + 0.7326 O b. y = 0.0144 x + 1.4391 O c. y = -0.0144 x + 3.8676 O d. y = -0.0144 x + -1.2674 O e. y = -0.0144 x + 0.8532 O f. y = -1.4141 x + 3.4391

Trigonometry (MindTap Course List)
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ISBN:9781337278461
Author:Ron Larson
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Chapter3: Additional Topics In Trigonometry
Section: Chapter Questions
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Let the position of a swinging pendulum in simple harmonic motion be given by
s(t) = cos(t) + sin(t)
where t measures time in seconds, and s measures position in centimeters. What is the tangent
line to s(t) when t = 10.2 seconds?
O a. y = -0.0144 x + 0.7326
O b. y = 0.0144 x + 1.4391
O c. y = -0.0144 x + 3.8676
O d. y = -0.0144 x + -1.2674
O e. y = -0.0144 x + 0.8532
O f. y = -1.4141 x + 3.4391
Transcribed Image Text:Let the position of a swinging pendulum in simple harmonic motion be given by s(t) = cos(t) + sin(t) where t measures time in seconds, and s measures position in centimeters. What is the tangent line to s(t) when t = 10.2 seconds? O a. y = -0.0144 x + 0.7326 O b. y = 0.0144 x + 1.4391 O c. y = -0.0144 x + 3.8676 O d. y = -0.0144 x + -1.2674 O e. y = -0.0144 x + 0.8532 O f. y = -1.4141 x + 3.4391
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