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Mar 23, 2017 · A footbridge is suspended from a parabolic support. The function h(x) = - 1/ 25x^2 + 9 represents the height in feet of the support above the walkway, where x …
https://www.sd308.org/cms/lib8/IL01906463/Centricity/Domain/3273/Section%209.2%20Practice%20Answers.pdf
DESIGN A footbridge is suspended from a parabolic support. The function h(x) = 2- −1 x 25 h + 9 represents the height in feet of the support above the walkway, where x = 0 represents the midpoint of the bridge. a. Graph the function and determine its x-intercepts. -15, 15 b. What is the length of the walkway between the two supports? 30 ft O 6 12 x 12 6-6-12
http://anakamura.weebly.com/uploads/4/9/1/4/4914438/alg1x_10-2_homework_answers0001.pdf
DESIGN. A footbridge is suspended from a parabolic support. The function h(x) — 25 height in feet of the support above the walkway, where x = 0 represents the midpoint of the bridge. Graph the function and determine its x-intercepts. 12 -12 12 What is the length of the walkway between the two supports? = MENSA MIND TEASERS.
https://answers.yahoo.com/question/index?qid=20100403155517AAdaJFX
Apr 03, 2010 · A footbridge is suspended from a parabolic support. The function h (x) = -1/25x² + 9 represents the height in feet of the support above the walkway, where x=0 represents the midpoint of the bridge. Graph the function and determine its x-intercepts.
https://www.radford.edu/rumath-smpdc/Performance/src/Adam%20Keith%20-%20Suspension%20Bridges%20and%20the%20Parabolic%20Curve.pdf
Using the handout and the included coordinate plane, the student will: • Draw a plan for a bridge on the coordinate plane that includes two square supports, at least one cable from support to support on each side of the road, and as many hangers as the student feels necessary to attach the road to …
https://www.youtube.com/watch?v=6-rhJyVmxvA
Mar 31, 2013 · The cables of a suspension bridge are in the shape of a parabola. The towers supporting the cable are 400 feet apart and 100 feet high. If the cables are at ...
https://answers.yahoo.com/question/index?qid=20120509174025AAxjZ8d
May 09, 2012 · A footbridge is suspended from a parabolic support. The function h(x) = -1/25x² + 9 represents the height in feet of the support above the walkway, where x=0 represents the midpoint of the bridge…
https://www.algebra.com/algebra/homework/Quadratic-relations-and-conic-sections/Quadratic-relations-and-conic-sections.faq.question.189085.html
The cable for a suspension bridge is shaped like a parabola. The towers are 100 ft tall and 800 ft apart. It touches the roadway at the center.: determine the quadratic equation: y = ax^2 + bx + c: From the information given we have 3 coordinates: x=400, y=0; where it touches the roadway in the center
https://www.wonderopolis.org/wonder/how-does-a-suspension-bridge-work
Suspension bridges get their name from the fact that the roadway is suspended by cables from two tall towers. Engineers design the cable support systems in such a way that most of the weight of the bridge is supported by the two towers, which in turn dissipate the compression forces from...
http://www.carondelet.pvt.k12.ca.us/Family/Math/03210/page4.htm
Up close, the suspension bridge is an amazing and beautiful structure that can span rivers and connect cities hundreds of miles apart. From a distance they look fragile, hanging from almost transparent threads. Despite their seeming fragility, suspension bridges are very, very strong thanks to their design and the materials used to build them.
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