SOLUTION: Please help me with this. At a height of h meters, you can see V kilometers to the horizon. These numbers are related by the equation V=3.5sqrt(h). A person can see 392 km from the
Algebra.Com
Question 323700: Please help me with this. At a height of h meters, you can see V kilometers to the horizon. These numbers are related by the equation V=3.5sqrt(h). A person can see 392 km from the horizon of an airplane window. How high is the airplance? The airplane is how many meters high? Simplify answer. Type an integer of fraction. Thank you.
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
At a height of h meters, you can see V kilometers to the horizon. These numbers are related by the equation V=3.5sqrt(h). A person can see 392 km from the horizon of an airplane window. How high is the airplance? The airplane is how many meters high? Simplify answer. Type an integer of fraction.
-------------------------
V(h) = 3.5*sqrt(h)
392 = 3.5sqrt(h)
sqrt(h) = 392/3.5
sqrt(h) = 112
h = = 112^2
h = 12,544 ft.
===================
Cheers,
Stan H.
RELATED QUESTIONS
At a height of h meters, you can see v kilometers to the horizon. These numbers are... (answered by Fombitz)
at a height of h meters, you can see V kilometers to the horizon. These numbers are... (answered by stanbon)
Could you help me out with these two problems. I don't get it.
1. At a height of h... (answered by nerdybill)
I am having difficulty understanding these types of problems. Detailed help would be... (answered by ReadingBoosters)
At a height of h meters, you can see V kilometers to the horizon. These numbers are... (answered by solver91311)
Hello,
At the height of H meters, you can see V kilemeters to the horizon. These numbers (answered by checkley77)
At a height of h meters you can see V kilometere to the hozizon These number are related... (answered by ankor@dixie-net.com)
An air traffic control towel at an airport located in flat dessert terrain, the... (answered by stanbon,richwmiller)
This is not from a textbook.
The equation D = 1.2sqrt( h ) gives the distance, D, in (answered by solver91311)