The possible values of tan^-1(1) are (3π + 4n)/4
How to determine the possible values?
The expression is given as:
tan^-1(1)
To determine the possible values, we plot the graphs of
y = tan(x) and y = 1
From the graph, we have the following values
tan^-1(1) = (3π + 4n)/4 when n = ±{0,1,2....}
Hence, the possible values of tan^-1(1) are (3π + 4n)/4
Read more about tangent function at:
https://brainly.com/question/22043858
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