Enlarge Image 1) Consider the image that shows a tower anchored by a guy-wire. The guy-wire is attached at point B on the tower 119 feet above the ground and then anchored to the ground at point A 120 feet from the base of the tower. Express the ratio of sine for Z8? 169 ft 119 ft 119 A) sine = 120 B) sine - 120 119 - 120 ft 119 C) sine= 169 120 D) sine= 169 2) Express the ratio of cosine for Z8? 119 A) cose - 120 B) cose = 120 119 119 C) cose - 169 120 D) cose- 169

Q: True or False Exact values can be found for the sine of anyangle.

A: Exact values can be found for the sine of any angle.

Q: The answer is wrong that I got before from an expert.

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Q: Explain the product identity of sine and cosine

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Q: what does arcsin(4) mean does it mean that its equal 4 or its equal to radian on the unit circle

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Q: coto=6 in quadrant III sin2o= tan2o= cos2o=

A: Given, cot θ=6 in qudrant IIIcot θ=6 and π≤θ≤3π2Now, θ=cot-1(6)+π θ=9.46°+π θ=189.46°Thus, θ=189.46°

Q: 11. Point P(-3,7) is on the terminal arm of angle 0 in standard position. a) State the exact values…

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Q: give an example of when law of cosines will have to be used first instead of law of sines

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Q: Why sine of any angle in the first quadrant is positive and give an example

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A: We have, the given trigonometric equation as As we know that, from basic trigonometric properties

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.