Mathematics, 30.09.2019 22:00 sallonquarts
Arectangle is inscribed under an arc of the graph of y = cos x.
your goal is to find the largest possible area for this rectangle.
a. give the coordinates (x, y) of the vertices of the rectangle
that touch the arc in terms of x.
b. in terms of x, what is the length of the rectangle?
c. in terms of x, what is the width of the rectangle?
d. find an expression f(x) for the area of the rectangle in
terms of x.
e. what interval of x-values should be considered when
finding the area?
f. find f(0.2), f(1), and xplain what each means in the
context of the problem.
g. graph fover the domain you found in part e, and find the
maximum value of the rectangle.
Answers: 1
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Arectangle is inscribed under an arc of the graph of y = cos x.
your goal is to find the large...
your goal is to find the large...
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