The graphs of y = sin − 1 x , y = cos − 1 x , and y = tan − 1 x are shown in Table 5.10 on page 640. In Exercises 75-84, use transformations (vertical shifts, horizontal shifts, reflections, stretching, or shrinking) of these graphs to graph each function. Then use interval notation to give the function's domain and range. g ( x ) = sin − 1 ( x + 1 )
The graphs of y = sin − 1 x , y = cos − 1 x , and y = tan − 1 x are shown in Table 5.10 on page 640. In Exercises 75-84, use transformations (vertical shifts, horizontal shifts, reflections, stretching, or shrinking) of these graphs to graph each function. Then use interval notation to give the function's domain and range. g ( x ) = sin − 1 ( x + 1 )
Solution Summary: The author analyzes the graph of the inverse trigonometric function, g(x)=mathrmsin-1x.
The graphs of
y
=
sin
−
1
x
,
y
=
cos
−
1
x
, and
y
=
tan
−
1
x
are shown in Table 5.10 on page 640. In Exercises 75-84, use transformations (vertical shifts, horizontal shifts, reflections, stretching, or shrinking) of these graphs to graph each function. Then use interval notation to give the function's domain and range.
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