Solving for Hyperbolic Tower Equation: F, G, and E

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SUMMARY

The discussion centers on solving the hyperbolic tower equation represented as f(x)=E/(X+F)+G, with specific parameters including a height of 23 meters and ground contact points at 11.5 meters on either side of the axis. The equations derived from these parameters lead to the values F=1, G=2, and E=25K. The conversation emphasizes the importance of academic integrity, advising users to confirm with instructors before seeking external assistance on graded assignments.

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vegemite
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The equation of the tower structure is a hyperbola of f(x)=E/(X+F)+G
height=23, and meets ground 11.5m on either side of axis , curve also passes through (4,3)
This helps to form 3 equations...
Use height to find first equation.
Use the points where the tower touches the ground on the right hand side to find the second
Use pts (4,3) to find third
Use i and ii to find G in terms of F only ?
Show that F=1, G=2, and E=25K
 
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This is part of the project problem you posted earlier, which strikes me as a graded assignment, and as such, until we clear up this matter as I stated in the other topic we simply cannot help. We place a very high priority on academic honesty.

Please, before posting any more of this project, contact me or another senior staff member (MHB Global Moderator or MHB Administrator) by private message so we can determine from you and your instructor whether this is a graded assignment or that your instructor has given you permission to get outside help.

If you do post more of it, unfortunately I will be forced to ban your account temporarily.
 

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