The arc-sine (or inverse sine) of 45 degrees is the angle whose sine value is equal to the sine of 45 degrees. Since the sine of 45 degrees is ( \frac{\sqrt{2}}{2} ), the arc-sine of ( \frac{\sqrt{2}}{2} ) is 45 degrees. Therefore, the arc-sin of 45 degrees is also 45 degrees, given that it falls within the principal range of the inverse sine function.
The arcsine of 1, denoted as (\arcsin(1)), is the angle whose sine is 1. This occurs at (\frac{\pi}{2}) radians or 90 degrees. Therefore, (\arcsin(1) = \frac{\pi}{2}).
The inverse sine of -1, denoted as arcsin(-1), is the angle whose sine is -1. This value occurs at -π/2 radians (or -90 degrees) within the range of the arcsin function, which is typically from -π/2 to π/2. Therefore, arcsin(-1) = -π/2.
They are: 90 degrees, 45 degrees and 45 degrees
The arcsin function, or inverse sine function, is defined only for values in the range of -1 to 1. Since -1.8 is outside this range, the arcsin of -1.8 is not defined. Therefore, there is no real number solution for arcsin(-1.8).
45 - (-5) = 45 + 5 = 50 degrees
It is 45 + 360*k deg or 135 + 360*k degrees where k is an integer.
arcsin(.75)≈0.848062079
arcsin(0.329) = 0.335 radians = 19.21 degrees
arcsin(0.943) = 1.23 ( in radian ) = 70.56 ( in degrees )
( are you in radians, or degree mode? will do both) Radians: sin C = 0.3328 arcsin(0.3328) = C =0.3393 radians --------------------- Degrees: sin C = 0.3328 arcsin(0.3328) = 19.44 degrees ------------------------- arcsin is a secondary function on most calculators and you should recognize the algebraic/trig manipulations.
Using Pythagoras' theorem for a right angle triangle its hypotenuse is 225mm. Using trigonometry its interior angles are 36.87 degrees and 53.13 degrees rounded to two decimal places with a right angle of 90 degrees that altogether add up to 180 degrees.
135 degrees is the supplement of 45 degrees. When you minus 45 degrees from 180 degrees you will get 135 degrees which is the supplement angle of 45 degrees.
They are: 90 degrees, 45 degrees and 45 degrees
To find which angle has a sine of 0.13, you calculate arcsin or sin^-1(0.13) =7.47 degrees 7.47 degrees has a sine of 0.13. There is also another angle , below 360 , has a sine of 0.13. Subtract 7.47 from 180. 180-7.47 = 172.53 degrees also has a sine of 0.13.
45 degrees Fahrenheit = 7.2 degrees Celsius
The arcsin function, or inverse sine function, is defined only for values in the range of -1 to 1. Since -1.8 is outside this range, the arcsin of -1.8 is not defined. Therefore, there is no real number solution for arcsin(-1.8).
They're the same. They're the same.