Differential Equation
(xy + (y/x) + (3/x) -2) dy + y2 dx = 2(1+(y/x))dx
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(xy + (y/x) + (3/x) -2) dy + y2 dx = 2(1+(y/x))dx
xy' = y + 2 √xy
17. At what speed must a 1000kg car approach a ramp which has a slope and 12m high at the top such that it will just coast to the top. Assume the constant retarding force due to friction, wind, etc. to be 60kg.
Hi All,
I looking for the formula for Deflection of Restrained rectangular Beams with partial uniformly distributed load.
Vimal
Determine the equation of rotation Y' and deflection Y at the
free end of a cantilever beam AB supporting a parabolic load ?
air parabolic is 2/3(L*q)
plz help me
Hello,
I'm writing because I have a problem that I don't know how to solve.
I would be thankul if someone could help me solve this problem.
The problem is as follows:
Good day,
I got stuck finding the manual solution for this problem without relying to the solve function of Casio calculator
The original equation was
[(1+x)40] -1 = (181205.95/3000)x
Then I tried using properties of logarithm and I simplified it to this equation:
[ln(181205.95/3000)]/40 = ln(1+x) - (1/40)[ln(x+3000/181205.95)]
0.102526 = ln(x+1) - 0.025ln(x+0.0165557)
Answer: x = 0.02
dx-(1+2xtany)dy=0
Please help me to solve that
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