7-9 (L) Determine the coordinates of the intersection point S between straight line AB and the arc of a circle shown in figure. The coordinates of A, B, circle center O, and the radius are shown. you B (N2000/E500) R=900 A (N1000/E1100) O (N1000/E1600) K h
7-9 (L) Determine the coordinates of the intersection point S between straight line AB and the arc of a circle shown in figure. The coordinates of A, B, circle center O, and the radius are shown. you B (N2000/E500) R=900 A (N1000/E1100) O (N1000/E1600) K h
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.2: Graphs Of Equations
Problem 38E
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Question
![7-9 (L) Determine the coordinates of the intersection point S between straight line AB and the arc
of a circle shown in figure. The coordinates of A, B, circle center O, and the radius are shown.
you
(2)
B (N2000/E500)
y-y₁ =
Y =
R=900
A (N1000/E1100)
С Уг-у! )
-(x2-x1)
(x-x₁)
= any value is come
C
O (N1000/E1600)
K
h
subsitute
(x-1600) + (y_1000) = 900
2
8251 225
↓
q](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1e4fcbe0-ed74-4447-b38a-a2af13f9fabc%2F927614b7-547e-4a0e-8317-9490b8f7aae8%2F4o2mzve_processed.jpeg&w=3840&q=75)
Transcribed Image Text:7-9 (L) Determine the coordinates of the intersection point S between straight line AB and the arc
of a circle shown in figure. The coordinates of A, B, circle center O, and the radius are shown.
you
(2)
B (N2000/E500)
y-y₁ =
Y =
R=900
A (N1000/E1100)
С Уг-у! )
-(x2-x1)
(x-x₁)
= any value is come
C
O (N1000/E1600)
K
h
subsitute
(x-1600) + (y_1000) = 900
2
8251 225
↓
q
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