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Park Street, Scott Street, and Oak Street form a triangle. If the angle formed by Oak Street and Park Street is 62° and the angle formed by Park Street and Scott Street is 58°, which lists the sides of the triangle from least to greatest? A. Park Street, Oak Street, Scott Street B. Scott Street, Park Street, Oak Street C. Scott Street, Oak Street, Park Street D. Oak Street, Park Street, Scott Street

Park Street, Scott Street, and Oak Street form a triangle. If the angle formed by Oak Street and Park Street is 62° and the angle formed by Park Street and Scott Street is 58°, which lists the sides of the triangle from least to greatest? A. Park Street, Oak Street, Scott Street B. Scott Street, Park Street, Oak Street C. Scott Street, Oak Street, Park Street D. Oak Street, Park Street, Scott Street

Elementary Geometry For College Students, 7e
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
Chapter11: Introduction To Trigonometry
Section11.4: Applications With Acute Triangles
Problem 29E
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Park Street, Scott Street, and Oak Street form a triangle. If the angle formed by Oak Street and Park Street is 62° and the angle formed by Park Street and Scott Street is 58°, which lists the sides of the triangle from least to greatest? A. Park Street, Oak Street, Scott Street B. Scott Street, Park Street, Oak Street C. Scott Street, Oak Street, Park Street D. Oak Street, Park Street, Scott Street
Transcribed Image Text:Park Street, Scott Street, and Oak Street form a triangle. If the angle formed by Oak Street and Park Street is 62° and the angle formed by Park Street and Scott Street is 58°, which lists the sides of the triangle from least to greatest? A. Park Street, Oak Street, Scott Street B. Scott Street, Park Street, Oak Street C. Scott Street, Oak Street, Park Street D. Oak Street, Park Street, Scott Street
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