Hanging cable problem
WebJul 22, 2024 · The so called Amazon’s hanging cable problem explained in this youtube video (watched 2.4 mio times! 1) goes as follows: A cable of 80 meters (m) is hanging … WebHanging cables are one of the simplest structural system, as they only use tension to resist loads. As loads are applied, however, the geometry of the hanging cables adapts to the …
Hanging cable problem
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WebLearn how to report an issue, like refund and payment issues or safety concerns. WebA second type of rope suspension problem involves the shape of a weightless rope fixed at its ends A and B and hung at equally spaced horizontal intervals by equal weights mg. One has the following setup- Treating the central two masses as one unit, we find- Tcos( )=Tsin( )(dy/dx)=const. and 2Tsin( )=2mg On combining this leads to- mg T dx
WebThe distance between the x-axis and the lowest point of the cable, a = 4.5 ft; The tension force at the lowest point of the cable, T = 1.5 lb We want to find: The equation of the cable, y(x) The second derivative of the cable, d 2 y d x 2; The value of y at x=0, y(0) The value of the first derivative of the cable at x=0, d y d x WebMar 28, 2024 · A viral YouTube video claims that a prospective employee encountered one such problem during an Amazon job interview for software engineers and developers. It went like this: A cable of 80 meters is hanging from the top of two poles that are both 50 meters off the ground. What is the distance between the two poles—to one decimal …
WebOne physical application of hyperbolic functions involves hanging cables. If a cable of uniform density is suspended between two supports without any load other than its own weight, the cable forms a curve called a catenary. High-voltage power lines, chains hanging between two posts, and strands of a spider’s web all form catenaries. WebSep 2, 2024 · The problem states: a cable of 80 meters is hanging from the top of two poles that are both 50 meters from the ground. What is the distance between the two poles, to one decimal place, if the center of …
WebHanging cables are one of the simplest structural system, as they only use tension to resist loads. As loads are applied, however, the geometry of the hanging cables adapts to the new force condition. With the form of the cable responding to the appleid loads, it is a classic ‘Form Active’ structure.
WebThis is a hanging cable problem which mostly asked in amazon interview. I am working on amazon interview preparation. Two Poles and Cable Puzzle .. QUESTION WHICH MOSTLY ASKED IN AMAZON... buffalo ny bulk trash scheduleWebThis is a classical problem. The curve is called a catenary, from the Latin word catena, meaning chain. The problem was already circulating around in the days of Galileo. Namely, people asked what shape will a chain take if we let it hang between two fixed points. Hence the name catenary. crittles court wadhurstWebMar 23, 2013 · Hanging cable problem MHB; Thread starter soroban; Start date Mar 22, 2013; Mar 22, 2013 #1 soroban. 195 0. The ends of an 80-foot cable are attached to the … crit thinkWebJul 12, 2024 · If the cable is 80 m, then half of it is 40 m. But notice 40 m from the top of a 50 m pole is already 10 m above the ground. The cable therefore is hanging directly downward! The cable has to be doubled … crittles cornerhttp://staff.math.su.se/hoehle/blog/2024/07/23/cable.html crittles shirtWebThis is not too surprising, because the potential energy of the hanging chain in simplified units is just ∫y ds = ∫y (1 + y ′ 2)1 2dx, the same as the area function for the soap film. But there’s an important physical difference: the chain has a fixed length. The soap film is free to adjust its “length” to minimize the total area. buffalo ny business jobsWebIn physics and geometry, a catenary ( US: / ˈkætənɛri /, UK: / kəˈtiːnəri /) is the curve that an idealized hanging chain or cable assumes under its own weight when supported only at … crittles taste the painbow
