Find the domain and range of the function f(x)=(2^x - 2^-x)/(2^x + 2^-x)
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Step-by-step explanation:
Given:
f(x) = (x - 2)/(2 - x) * D * o * m * a * i * n n(f) :
Clearly, f(x) is defined for all x
satisfying: if 2-x ne0 Rightarrow x ne2
Hence, domain (f)=R-\ 2\
Range of f:
Let f(x) = y Rightarrow x-2 2-x =y
Rightarrow x-2=y(2-x)
Rightarrow x-2=-y(x-2)
Rightarrow y=-1
Hence, range (f)=\ -1\ .
I thought it's a answer
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