SOLUTION: Find the exact value of the expression or state that it does not exist.
cos(sin^-1 ( sqrt(3)/ 5))
a. In the function y=sin^-1 x, the expression sin^-1 x is defined as an angle
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-> SOLUTION: Find the exact value of the expression or state that it does not exist.
cos(sin^-1 ( sqrt(3)/ 5))
a. In the function y=sin^-1 x, the expression sin^-1 x is defined as an angle
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Question 1099998: Find the exact value of the expression or state that it does not exist.
cos(sin^-1 ( sqrt(3)/ 5))
a. In the function y=sin^-1 x, the expression sin^-1 x is defined as an angle in what interval?
b. Where does the terminal side of sin^-1 (sqrt(3)/5) lie?
c. Determine the value of cos(sin^-1 ( sqrt(3)/ 5)). Answer by ikleyn(52814) (Show Source):
Find the exact value of the expression or state that it does not exist.
cos(sin^-1 ( sqrt(3)/ 5))
a. In the function y=sin^-1(x), the expression sin^-1 x is defined as an angle in what interval?
[, ], by the definition of the function arcsin(x) (which is exactly the same as sin^(-1) (x) )
b. Where does the terminal side of sin^-1 (sqrt(3)/5) lie?
In the first quadrant.
c. Determine the value of cos(sin^-1 ( sqrt(3)/ 5)).
You are given that = .
Then = = = = = = .
