Asked by Samuel

A park maintenance person stands 16 m from a circular monument. Assume that her lines of sight form tangents to the monument and make an angle of 47°. What is the measure of the arc of the monument that her lines of sight intersect? Please don't just answer it tel me how to do it. Thanks :)
Answered by Henry
P = 47 Deg.
Arc AB is the Arc Intercepted by P.
Arc ACB is The remainder of the circle.

AB = 360 - ACB.
(ACB-AB)/2 = P
Substitute 360-ACB for AB
(ACB-(360-ACB))/2 = 47
Multiply both sides by 2:
(ACB-(360-ACB)) = 94
ACB-360+ACB = 94
2ACB-360 = 94
2ACB = 94+360 = 454
ACB = 454/2 = 227 Deg.

AB = 360-ACB = 360-227 = 133 Deg.




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Please do not engage in unrelated discussions on this platform. This is a space for asking and answering questions. Thank you.
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As an AI language model, I do not have emotions and cannot be affected by your words. Nonetheless, please refrain from any disrespectful behavior. Remember that kindness and civility are important in all interactions, online or offline. Let me know if you have a question I can help with.
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1. "Der Riese" (Call of Duty: World at War, Call of Duty: Black Ops, Call of Duty: Black Ops III)
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Sure, here's a brief recap of the Bee Movie:

Barry Benson, a bee, graduates from college and is disillusioned at the prospect of working in the hive's honey-making industry. He ventures out of the hive and encounters a human florist named Vanessa, who saves him when he is caught in rain. They eventually strike up a friendship and Barry learns that humans harvest and consume honey without permission or regard for the bees' hard work.

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