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wice the base of the triangle. If the perimeter of the e of each side of the triangle. of a square courtyard is equal to the area of a recta re than the side of the square courtyard and whose

wice the base of the triangle. If the perimeter of the e of each side of the triangle. of a square courtyard is equal to the area of a recta re than the side of the square courtyard and whose

Advanced Engineering Mathematics
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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1) The base of a triangle is seven centimeters more than the shortest side; and the longest side of the triangle is twice the base of the triangle. If the perimeter of the triangle is fifty-seven centimeters, find the measure of each side of the triangle. 2) The area of a square courtyard is equal to the area of a rectangular courtyard whose length is eight meters more than the side of the square courtyard and whose width is six meters LESS than the side of the square court yard. Find the dimensions of the square and rectangular courtyards.
Transcribed Image Text:1) The base of a triangle is seven centimeters more than the shortest side; and the longest side of the triangle is twice the base of the triangle. If the perimeter of the triangle is fifty-seven centimeters, find the measure of each side of the triangle. 2) The area of a square courtyard is equal to the area of a rectangular courtyard whose length is eight meters more than the side of the square courtyard and whose width is six meters LESS than the side of the square court yard. Find the dimensions of the square and rectangular courtyards.
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