The pillars supporting the cable are 600 feet apart and rise 95 feet above the road. The lowest height of the cable, which is 12 feet above the road, is reached halfway between the pillars. What is the height of the cable from the road at a point 150 feet (horizontally) from the center of the bridge? use y=a(x-h)'+K to solve the question 95 feet 12 feet 150 ft 600 feet MB
The pillars supporting the cable are 600 feet apart and rise 95 feet above the road. The lowest height of the cable, which is 12 feet above the road, is reached halfway between the pillars. What is the height of the cable from the road at a point 150 feet (horizontally) from the center of the bridge? use y=a(x-h)'+K to solve the question 95 feet 12 feet 150 ft 600 feet MB
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![Q2: The cables of a suspended-deck suspension bridge are in the shape of a parabola.
The pillars supporting the cable are 600 feet apart and rise 95 feet above the road. The
lowest height of the cable, which is 12 feet above the road, is reached halfway
between the pillars. What is the height of the cable from the road at a point 150 feet
(horizontally) from the center of the bridge? use y=a(x-h)'+K to solve the question
95 feet
12 feet
150 ft
600 feet
MB](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F68f6cf40-0970-428a-a534-3769dd983199%2F55f1d10f-bfee-40df-9c06-3b8cc2c42b27%2Fsd1pk3_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Q2: The cables of a suspended-deck suspension bridge are in the shape of a parabola.
The pillars supporting the cable are 600 feet apart and rise 95 feet above the road. The
lowest height of the cable, which is 12 feet above the road, is reached halfway
between the pillars. What is the height of the cable from the road at a point 150 feet
(horizontally) from the center of the bridge? use y=a(x-h)'+K to solve the question
95 feet
12 feet
150 ft
600 feet
MB
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