Find one solution for the equation. Assume that all angles involved are acute angles. sin (30-75°) = cos (20+ 15°)

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A: The given figure

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Q: Find h as indicated in the figure. h= (Round to the nearest integer as needed.) 25.5° 435 58.2°

A: LetOA=435Angle(A)=58.2°Angle(O)=25.5°

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A: 1). cos2(43π​)=21​  2). cos(−0°)=1       Explanation:

Q: 1.) Given = 43, and the hypotenuse is 16 m long, solve for the remaining sides and angles. 0

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Q: how to find cos z using, cos^2x +cos^2 y+ cos^2 z=1     where x = 45deg  and y = 60deg

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Q: Convert  14°37′9″  to a decimal number of degrees. Do not round any intermediate computations.…

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