meatandpotatoes22003
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Can someone break down in "baby steps" how to solve the following?:
cos7pi/6=?
thank you.
cos7pi/6=?
thank you.
The discussion focuses on solving the trigonometric expression cos(7π/6) using fundamental concepts of the unit circle and trigonometric identities. The solution involves recognizing that 7π/6 is located in the third quadrant, where cosine values are negative. By understanding that cos(6π/6) equals -1 and that cos(30°) equals √3/2, the final result is derived as cos(7π/6) = -√3/2. The discussion emphasizes the importance of visualizing angles on the unit circle and applying the cosine addition formula.
PREREQUISITESStudents learning trigonometry, educators teaching trigonometric concepts, and anyone seeking to improve their understanding of angles and cosine functions in mathematics.
You can either use the CAST quadrant diagram or the cos(A+B) formulae, but both rely on you knowing cos(pi/6)=(rt3)/2meatandpotatoes22003 said:Can someone break down in "baby steps" how to solve the following?:
cos7pi/6=?
thank you.![]()