The function 𝑚 is given by 𝑚(𝑥)=2tan-1(3𝜋𝑥).Find all values in the domain of 𝑚 that yield an output value of sin-1(32).
Question
The function 𝑚 is given by 𝑚(𝑥)=2tan-1(3𝜋𝑥).Find all values in the domain of 𝑚 that yield an output value of sin-1(32).
Solution
The problem seems to be incomplete. The output value of sin^-1(32) is undefined because the range of the sine function is [-1,1]. Therefore, there are no values in the domain of m that yield an output value of sin^-1(32).
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