A window has the shape of a parabola above and a circular arc below. Find the area of the window. 13 ft 10.7 ft 5.04 ft Use the dotted line as your y-axis and the solid gray line as the z-axis. Find the distance from the 2-axis to the top of the circle. 2.21 Write the equation of the circle. x² + (y+8.49)² = 10.7² Write the equation of the parabola.y=5.01 -0.12x² Find the area of the window. ft² X feet X
A window has the shape of a parabola above and a circular arc below. Find the area of the window. 13 ft 10.7 ft 5.04 ft Use the dotted line as your y-axis and the solid gray line as the z-axis. Find the distance from the 2-axis to the top of the circle. 2.21 Write the equation of the circle. x² + (y+8.49)² = 10.7² Write the equation of the parabola.y=5.01 -0.12x² Find the area of the window. ft² X feet X
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:A window has the shape of a parabola above and a circular arc below. Find the area of the window.
13 ft
10.7 ft
5.04 ft
Use the dotted line as your y-axis and the solid gray line as the z-axis.
Find the distance from the 2-axis to the top of the circle. 2.21
Write the equation of the circle. x² + (y+8.49)² = 10.7²
Write the equation of the parabola. y=5.01 -0.12x²
Find the area of the window.
ft²
X feet
X
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