Tangent Lines In Exercises 35-38, graph the curves over the given intervals, together with their tangent lines at the given values of x . Label each curve and tangent line with its equation. y = tan x , − π / 2 < x < π / 2 x = − π / 3 , 0 , π / 3
Tangent Lines In Exercises 35-38, graph the curves over the given intervals, together with their tangent lines at the given values of x . Label each curve and tangent line with its equation. y = tan x , − π / 2 < x < π / 2 x = − π / 3 , 0 , π / 3
Solution Summary: The author explains that the derivative of a function at the point on the graph is also the slope of the tangent at that point.
In Exercises 35-38, graph the curves over the given intervals, together with their tangent lines at the given values of x. Label each curve and tangent line with its equation.
y
=
tan
x
,
−
π
/
2
<
x
<
π
/
2
x
=
−
π
/
3
,
0
,
π
/
3
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