Question
THINGS WRITTEN ON THE IMAGE ARE INCORRECT The graph of f ( x ) = 4 x + e^( 5sin( x )) is rotated counterclockwise
THINGS WRITTEN ON THE IMAGE ARE INCORRECT
The graph of f(x) = 4x+e^(5sin(x)) is rotated counterclockwise about the origin through an acute angle ?. What is the largest value of ? for which the rotated graph is still the graph of a function? What about if the graph is rotated clockwise?
What is the largest value of ? for which the rotated graph is still the graph of a function? What about if the graph is rotated clockwise?
To answer this question we need to find the maximal slope of y=f(x), which is (answer) and the minimal slope which is (answer 2).
Thus the maximal acute angle through which the graph can be rotated counterclockwise is ? = (Answer 3) degrees
Thus the maximal acute angle through which the graph can be rotated clockwise is ? = (answer 4) degrees. (Your answer should be negative to indicate the clockwise direction.)
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