Sin 390. so in this problem were asked to find sign of 390 degrees And we know that the sine function has a period of two high radiance in degrees to pie is 360 degrees So I know that I can add or subtract 360 degrees to my input and I will get the same answer So sign of 390 degrees is the same as a sign of 390 degrees minus 3 60 degrees Because Sign has a period of 360 degrees.

Draw Each Of The Following Angles In Standard Chegg Com sin 390
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Sin Cos Tan Deg to Rad Rad to Deg Angle Calculate Answer 390° = 13π/6 radians StepbyStep Solution Given that 180° is equal to pi we can write the following degrees to radians conversion formula α in π radians = α in degrees × π/180 OR α rad = α° × π/180 Plugging the angle value in degrees in the previous formula we get α rad = π × 390 /180 = π × 390÷30/180÷.

SOLVED:Explain how you would find the value of \sin 390

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SOLVED:Explain how to find the value of \\sin 390^{\\circ

Explanation Angles that differ by a multiple of 360∘ are called coterminal and have the same value for their trig functions Let’s get all of these in the range −180∘ to 180∘ sin420∘cos390∘ − cos( −300∘)sin( −330∘) = sin(420∘ − 360∘)cos(390∘ − 360∘) − cos( −300∘ + 360∘)sin( − 330∘ +360∘) = sin(60∘)cos(30∘) − cos(60∘)sin(30∘).

Cos 390 Degrees Find Value of Cos 390 Degrees Cos 390°

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Trigonometry Right Triangles Trigonometric Functions of Any Angle 1 Answer Nghi N EZ as pi Jun 3 2015 390° = 360° + 30° = 30° The ratios of 390 are the same as the ratios of 30° Explanation sin390 = sin(30 +360) = sin30 = 1 2 cos390 = cos(30 + 360) = cos30 = √3 2 tan390 = tan30 = 1 √3 = √3 3 cot390 = 1 tan30 = √3 1 sec390 = 1 cos30 = 2 √32018042720150908.