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60° elevation to her wir degrees. How long does the ladder have to be? 400 2] You are 200 yards from a river. Rather than walkin

60° elevation to her wir degrees. How long does the ladder have to be? 400 2] You are 200 yards from a river. Rather than walking directly to the river, you walk 400 yards along a straight path to the river's edge. Find the acute angle between the path and the river's edge.

60° elevation to her wir degrees. How long does the ladder have to be? 400 2] You are 200 yards from a river. Rather than walking directly to the river, you walk 400 yards along a straight path to the river's edge. Find the acute angle between the path and the river's edge.

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7.3 Quiz Score: 85/110 8/11 answered Question 9 < > B C. a A b Note: Triangle may not be drawn to scale. Suppose a = 9 and b = 3. Find: C= A= degrees B = degrees Give all answers to at least one decimal place. Give angles in degrees

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7.3 Quiz Score: 85/110 8/11 answered Question 9 < > B C. a A b Note: Triangle may not be drawn to scale. Suppose a = 9 and b = 3. Find: C= A= degrees B = degrees Give all answers to at least one decimal place. Give angles in degrees

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Lessons Law Of Sines > Quiz-Law of Slnes Question 2 of 10 10 Points In ABC, mZA = 35º, a = 8, and b B 10. Find c to the nearest tenth. c a A b C O A. 13.8 B. 27.3 C. 24.1 D. 28.8 Reset Selection Copyright 2010-2021 edtell, LLC. All rights reserved. Portions of this software are copyrighted by other parties as described in the Acknowledgment Do F3 OOO FA @ 2 # 3 $ 4 % 5 6 Q Q W E R T y A S D F G

cot tan CSC sin sec COS leg opposite to the angle hypotenuse leg adjacent to the angle hypotenuse leg opposite to the angle leg adjacent to the angle Consider the figure below and determine the value of sine, cosine, ar tangent of ZG. ZG 821 429 700 sin(G)

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cot tan CSC sin sec COS leg opposite to the angle hypotenuse leg adjacent to the angle hypotenuse leg opposite to the angle leg adjacent to the angle Consider the figure below and determine the value of sine, cosine, ar tangent of ZG. ZG 821 429 700 sin(G) = cos(G) = tan(G) =