.2 (B) Figure shows points A, B, D, and E. Compute the coordinates of point I, the intersection lines BE and AD. of 4615 (-) 210461 y Da y = 2456.98' x=934.41' B. y=1244.80' x = 994.79' tan ms E y=2092.68' x = 2055.46' y2-11 y = 1000.00' x=2000.00' X2-X1 ds f (x ₂ √²+ ( 1 / 1
.2 (B) Figure shows points A, B, D, and E. Compute the coordinates of point I, the intersection lines BE and AD. of 4615 (-) 210461 y Da y = 2456.98' x=934.41' B. y=1244.80' x = 994.79' tan ms E y=2092.68' x = 2055.46' y2-11 y = 1000.00' x=2000.00' X2-X1 ds f (x ₂ √²+ ( 1 / 1
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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Transcribed Image Text:Missing Data/Coordinate Geometry
9.2 (B) Figure shows points A, B, D, and E. Compute the coordinates of point I, the intersection
of lines BE and AD.
± √a²+6² y
Ignore (-)sigh
y
D
y = 2456.98'
x = 934.41'
B
y = 1244.80'
x = 994.79'
tan
ms
E
y=2092.68'
x = 2055.46'
A
y= 1000.00'
x = 2000.00'
92-9
x2-x1
ds √(x ₂ *j ² + ( 1²/= Y ₁ ) ²
X
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