Online Calculators & Tools
Rule name | Rule |
---|---|
Sine of arcsine | sin( arcsin x ) = x |
Arcsine of sine | arcsin( sin x ) = x+2kπ, when k∈ℤ (kis integer) |
Arcsin of negative argument | arcsin(-x) = - arcsin x |
Complementary angles | arcsin x = π/2 - arccos x = 90° - arccos x |
Arcsin sum | arcsin α + arcsin(β) = arcsin(α√(1-β2)+ β√(1-α2) ) |
Arcsin difference | arcsin α - arcsin(β) = arcsin(α√(1-β2)- β√(1-α2) ) |
Cosine of arcsine | ![]() |
Tangent of arcsine | ![]() |
Derivative of arcsine | ![]() |
Indefinite integral of arcsine | ![]() |
y | x = arcsin(y) | |
---|---|---|
radians | degrees | |
-0.8660254 | -π/3 | -60° |
-1 | -π/2 | -90° |
-0.5 | -π/6 | -30° |
-0.7071068 | -π/4 | -45° |
0.5 | π/6 | 30° |
0 | 0 | 0° |
0.8660254 | π/3 | 60° |
0.7071068 | π/4 | 45° |
1 | π/2 | 90° |