89. Suppose that seating in a theater is in an area defined in polar coordinates where the pole is located at the front and center of the stage labeled as point A. The seating area is defined by -< 0< and 30 sr < 100, and the values of r are in feet. 4 b. Determine the amount of area for seating. Write the exact answer in terms of T and give an approximation to the nearest square foot. a. Sketch the seating area.

Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter86: Bcd (binary Coded Decimal) Numeration Systems
Section: Chapter Questions
Problem 3A
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89. Suppose that seating in a theater is in an area defined in polar coordinates where the pole is located at the front and
center of the stage labeled as point A. The seating area is defined by -< 0< and 30 sr < 100, and the values
of r are in feet.
4
b. Determine the amount of area for seating. Write the
exact answer in terms of T and give an approximation
to the nearest square foot.
a. Sketch the seating area.
Transcribed Image Text:89. Suppose that seating in a theater is in an area defined in polar coordinates where the pole is located at the front and center of the stage labeled as point A. The seating area is defined by -< 0< and 30 sr < 100, and the values of r are in feet. 4 b. Determine the amount of area for seating. Write the exact answer in terms of T and give an approximation to the nearest square foot. a. Sketch the seating area.
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