Curly convolutions.
нас все равно расстреляют,
если мы проиграем эту войну.
New here? I'm Roha — want a quick tour?
Sesam, and did you decide about the airplane?
Cool task, by the way.
Ment, if you're still interested in the triangle problem, find the length of each leg.
Although there's a simpler solution. Without finding the legs and solving any biquadratic equations. Hint: circumscribe a circle around this right triangle.
The problem is solved; you can verify it any way you like, even with a ruler.

An airplane (jet or propeller) is standing on a runway with a moving surface (like a conveyor belt). The surface can move in the opposite direction of the airplane's takeoff. It has a control system that tracks and adjusts the speed of the surface so that the speed of the airplane's wheels is equal to the speed of the surface. Question: will the airplane be able to take off under these conditions?




Do you think I'm doing charity?
Regarding the airplane: it depends on the viscosity of the air. If the fabric drags it along well enough, the airplane will take off.
Well, I had that thought... )))
Rimp, should I post what I have? Or did you already figure it out and this is where the provocative argument about beer came from? )

You can come over, pick up the beer, Rimp.
