Find the equation of the tangent to the parabola y^2 -2y -12× -23=0 at point (-7/4, 10)
y^2 − 4y + 12x − 20 = 0
Minimize f(x_{1}, x_{2}, x_{3}) =8x^ 2 1 +2x^ 2 2 +7x^ 2 3 +5x 1
subject to the constraints
x_{1} - x_{2} - 2x_{3} <= 12
...
18_,_,4
1796630
33940680
30547192
5511820
7005866
7623877
2699625.6667
212593.6935
7107351.6667
1916480.8327
8...
The wavefunction for a particle is given by:
Ψ(x)= {N(L²-x²) -L≤x≤L
Ψ(X)= {0 elsewhere
Calculate the normali...
9.632153659 *10^-6
-3 times -1
800/16000