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y= sin ✗ (D,R)
D - negative infinite to infinite
R - -1 to 1
y = sin -1 ✗ (D,R)
D - -1 to 1
R - -π/2 to π/2
y = cos ✗ (D,R)
D - negative infinite to infinite
R - -1 to 1
y cos -1 ✗ (D,R)
D - -1 to 1
R - 0 to π
y= tan -1 ✗ (D,R)
D - Real numbers
R - -π/2 to π/2
true or false:
sin (sin-1 3) = 3
false; doesn’t exist because the domain. is [-1,1]
true or false:
sin (sin-1 2/3) = 2/3
true; its asking sin ? = 2/3 (its 2/3)
Find tan [cos -1 (3/4)]
sqrt 7 /3
Find sin -1 [sin(3π/4)]
π/4
what segments of the unit circle does sin-1 cover
right side (Q I and IV)
what segments of the unit circle does cos-1 cover
top side (Q I and II)
what segments of the unit circle does tan-1 cover
right side (Q I and IV)