Find out the measurement of both reference angles 5, 4 3 53.1 and 40 degrees 36. 9 and 50 degrees O 53.2 and 36.8 degrees 53.1 and 36.9 degrees

Q: 1. The following measurements are known: Building 2 is 800 feet tall, the angle of elevation from…

A: The height of the building 2 is 800 feet The angle of elevation of building 2 from base of building…

Q: 1. Find the measurements of 21,2, and 28 if 26 = 121°. m 7. 8.

A:

Q: 1. Determine the missing angles to the nearest degree a. ZM = 41° and ZN = 74° b. ZM = 42° and ZN =…

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Q: 4. In ADEF, F = 120 ° and f=e. Find the measures of angles D and E. %3D %3D

A: In a triangle sides opposite to any angle is shown by lower case letter of angle . Therefore by…

Q: Draw and angle with the given measure in standard position

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Q: .

A: We will find the measure of the arc by finding the central angle first.

Q: 3. Five angles in a pentagon were measured with the following results below, determine the adjusted…

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Q: 6. In order to estimate the height of a volcano, a surveyor takes readings from two different…

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Q: The above measurements of a cliff are taken. Only include the numerical values for your answers.…

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Q: 4. Nathan measures the angle of elevation to the top of an office building to be 57°. He then walks…

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Q: What is the measurement of the largest angle in AABC such that a = 52 cm, b = 46 cm, and c = 31 cm?…

A: The largest angel is the angel opposite to the largest side of triangle.

Q: 4. Given a triangle whose two angles measures are 350 34' and 810 27' determine the measure of the…

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Q: 11. Identify the measures of the angles in rectangle JKLM below. K 1. m/7 2. m/1 3. m/6 4. m/KJM 5…

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Q: Given triangle DEF, LD = 22°, LF = 95°, DF = 16.55, and EF = 6.74, find DE to %3D %3D the nearest…

A: Given the triangle DEF

Q: List the measures for all six angles for the figures given below. (Assume mLG = 31 X mzH= 37 x X mal…

A: To list the measures for all six angles for the figures given below.(Assume )

Q: aº = 32° degrees. bᵒ = a O bᵒ A A degrees.

A: To calculate the measures of the missing angles.

Ratios

A ratio is a comparison between two numbers of the same kind. It represents how many times one number contains another. It also represents how small or large one number is compared to the other.

Trigonometric Ratios

Trigonometric ratios give values of trigonometric functions. It always deals with triangles that have one angle measuring 90 degrees. These triangles are right-angled. We take the ratio of sides of these triangles.