Find the domain and range of the function
f(x)=1/2-sin3x
1
Expert's answer
2020-10-12T13:50:55-0400
We can calculate value "f(x)=\\frac{1}{2}-\\sin{3x}" for every value of "x", so domain of function is "(-\\infty, +\\infty)". The range of "(-\\sin{3x})" is "[-1, 1]", and if we add "\\frac{1}{2}" ,
range of "f(x)" is "[-\\frac{1}{2}, 1\\frac{1}{2}]" .
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