For an arbitrary value of a, calculate the stability of the FDA.
ANSWER:
Given that
Tunneling through arbitrary potential barrier Consider the tunneling problem in the WKB approximation through an arbitrary shaped potential barrier V(2) where V (1) + 0 for x + to, the energy of the particle of mass m is E, and the classical turning points are a and b. Show that the transmission coefficient is given by where T=e=2(1 + (-21)-2 L = "p\dx .
1 (a) For arbitrary real s find the exact solution of the initial value problem with y(0)s>0. (b) Show that the solution blows up when t log(1 +1/s2).
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Should the FDA be able to make exceptions to the standard drug-approval process? If so, what issues should the FDA consider in deciding whether an exception should be made?
Consider the following diagram and give the period. Notice that the units for time are arbitrary (not specified as days, hours, seconds, etc.). Period Amplitáde 10 20 time (t) -0
Consider an arbitrary rectangle. A second, smaller rectangle, is created by t rectangle and scaling both sides by a single realization of a random variable X bility density function ing the fr ith probu f(x) = 2x 0
Calculate the response to the unit step of an LTI system H(2)= in the stability region. 1-2.5z-1+ (2-Cu[n]+2°u[ – 0 – 1]) 0 $ (2="utn] +2°ul - n - 1) (2"u[n] + 2"ul - n - 1) (2="utni – 2"utni) $(2="uf-n- 1) 2"uf-n – 11) NIM 3
Calculate the line integral fcs) dr for an arbitrary surface S by using Stoke's theo- rem. Show that for a closed surface S, it holds for every differentiable vector field A(F), Calculate the line integral fcs) dr for an arbitrary surface S by using Stoke's theo- rem. Show that for a closed surface S, it holds for every differentiable vector field A(F),
0.5 is just an arbitrary point value assigned to the problem Is the molecule shown below a Diterpene, Sesquiterpene or a Triterpene (0.5). How did you decide what it is (0.5)? OH
Problem 3 Give precise conditions on the initial data 1,2 to ensure the 2 stability of the solutions to heat PDEs: IR for all t>0 and give an appropriate value of C> 0. Show all steps of the stability proof (as in class) Problem 3 Give precise conditions on the initial data 1,2 to ensure the 2 stability of the solutions to heat PDEs: IR for all t>0 and give an appropriate value of C> 0. Show all steps of...