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Quandrant iii answer by stanbon (75887) (show source): Tan^2t, sin t;any quadrant tan^2t = thank you answer by stanbon (75887) (show source): Write the given expression in terms of x and y only What does it mean when it says write the first expression in terms of the second if the terminal point determined by t is in the given quadrant In quadrant iv answer by ikleyn (52898) (show source): You can put this solution on your website
Arcsin (x) represents the angle whose sin is x So tan (arcsin (x)) represents the tan ratio for that angle It will be easier to understand if you.draw a right triangle Pick one of the acute angles (i.e not the right angle) to be the arcsin (x) angle Let's call this angle a Since the sin ratio is opposite/hypotenuse and since we want the sin.
The angle of x is in the fourth quadrant The angle of 2x is in the third quadrant Now we'll do it the hard way We should get the same answer or we did it wrong You have sec x = 4 and x is in the fourth quadrant Since sec x is equal to 1 / cos x, then 1 / cos x = 4 which makes.
And one of the tan values i know by heart is tan 45 = 1 I hope you know this. If tan (a) = 2.0503, find the measure of angle a.if you know the tangent of an angle (a), you can find the angle (a) by taking the arctan of 2.0503 using your calculator Arctan (2.0503) = 64 degrees. Find sin 2x, cos 2x, and tan 2x from the given information Tan x = − 15/8 x in quadrant ii answer by lwsshak3 (11628) (show source):
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