B. DHAPI is a rhombus. Solve for y. H, 1. НА %3D26 ст, АР 3D 8y + 2 2. HI %3D 13у - 2, IP %3D 8y + 23 3. MLAOP = 12y – 30 Зу +5 12y – 6, MLAIP = 4y + 42 4. MLAHI = 150, m2IHO = 5. MZHIA %3D
B. DHAPI is a rhombus. Solve for y. H, 1. НА %3D26 ст, АР 3D 8y + 2 2. HI %3D 13у - 2, IP %3D 8y + 23 3. MLAOP = 12y – 30 Зу +5 12y – 6, MLAIP = 4y + 42 4. MLAHI = 150, m2IHO = 5. MZHIA %3D
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.2: Ellipses
Problem 54E
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![B. DHAPI is a rhombus. Solve for y.
H,
1. НА %3D 26 ст, АP 3D 8y + 2
2. HI = 13y – 2, IP = 8y + 23
%3D
3. MLAOP = 12y – 30
d,
4. MLAHI = 150, mzIHO = 3y +5
5. MLHIA =
12y – 6, MLAIP = 4y + 42
%3D](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F26f3750f-12b1-47a7-8401-2155ffc2ed41%2Fb80ce773-f493-48f8-95b8-ab7a9a674924%2F5jyn1fr_processed.png&w=3840&q=75)
Transcribed Image Text:B. DHAPI is a rhombus. Solve for y.
H,
1. НА %3D 26 ст, АP 3D 8y + 2
2. HI = 13y – 2, IP = 8y + 23
%3D
3. MLAOP = 12y – 30
d,
4. MLAHI = 150, mzIHO = 3y +5
5. MLHIA =
12y – 6, MLAIP = 4y + 42
%3D
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