Referring to Figure 12, let a be the length of the chord AC of angle of
Question:
Referring to Figure 12, let a be the length of the chord A̅C̅ of angle θ of the unit circle. Derive the following approximation for the excess of the arc over the chord:
Show that θ − a = θ − 2 sin(θ/2) and use the third Maclaurin polynomial as an approximation.
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Draw a line from the center O of the circle to B and label the point of intersection of this ...View the full answer
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