To find the values of these inverse trigonometric functions, we need to use the unit circle and the definitions of the functions.
Arcsin (-√2/2):The value of sin(-π/4) is -√2/2, so the arcsin of -√2/2 is -π/4.
Arccos √3/2:The value of cos(π/6) is √3/2, so the arccos of √3/2 is π/6.
To find the values of these inverse trigonometric functions, we need to use the unit circle and the definitions of the functions.
Arcsin (-√2/2):
The value of sin(-π/4) is -√2/2, so the arcsin of -√2/2 is -π/4.
Arccos √3/2:
The value of cos(π/6) is √3/2, so the arccos of √3/2 is π/6.