Asked by girly girl
Which inverse trigonometric function has a range of [0,pi]?
a. y=cos^-1(x)
b. y=cot^-1(x)
c. y=csc^-1(x)
d. y=sin^-1(x)
I am not fully understanding this question. If someone could help me that would be great!
a. y=cos^-1(x)
b. y=cot^-1(x)
c. y=csc^-1(x)
d. y=sin^-1(x)
I am not fully understanding this question. If someone could help me that would be great!
Answers
Answered by
scott
the inverse of cosecant is sine , which is continuous from zero to π
the others are undefined at some point over the range
the others are undefined at some point over the range
Answered by
Steve
since cos(x) goes from cos(0)=1 to cos(pi) = -1 the domain of arccos(x) is [0,pi]
The others either get undefined or repeat their range values
The others either get undefined or repeat their range values
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