(400, 100) 000 Q3:A natural stone bridge displays an arched parabolic shape. The height of the arch from ground level is 50 feet. The base width at ground level is 30 feet. Using the x- axis as the base, write an equation to model this arch use y-a(x-h)+K and (x-h)= -4p(y-k) to solve the question and prove that two solutions are correct.

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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Q3:A natural stone bridge displays an arched parabolic shape. The height of the arch
from ground level is 50 feet. The base width at ground level is 30 feet. Using the x-
axis as the base, write an equation to model this arch use y-a(x-h)+K and
(x-h)= -4p(y-k) to solve the question and prove that two solutions are correct.
Transcribed Image Text:(400, 100) (300 h) 300 Q3:A natural stone bridge displays an arched parabolic shape. The height of the arch from ground level is 50 feet. The base width at ground level is 30 feet. Using the x- axis as the base, write an equation to model this arch use y-a(x-h)+K and (x-h)= -4p(y-k) to solve the question and prove that two solutions are correct.
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