1. (30 pt) Consider the atomic wave function Y(1,2) 1.14211X+(1) 421-1X-(1) VE 14211X+(2) 421-1X-(2)|| where 421+1 is a hydrogen-like wave function. (a) Show that Y(1,2) is an eigenfunction of Îz,total = 22 + 22) and Ŝz,total = $(1) + $(2) (b) What are the eigenvalues?
b that approximately contains the points (2,7) and (62) Round the values of a and b to the second decimal place Find an equation of a square root curve of the form y a alues to two decimal places as needed ) to two b that approximately contains the points (2,7) and (62) Round the values of a and b to the second decimal place Find an equation of a square root curve of the form y a alues to...
From the molecular formula and the nmr spectrum, deduce the structure of X, Y, and Z. X = C2H3Cl3 Y= C4H9Br Z= C3H6BrI CU from the molecular formula and the umr spectrum, deduce the structure of X, Y and Z. C.Br! from the molecular formula and the nor spectrum, deduce the structure of - X, Y and Z.
Let FER → R', so that F(x, y, z) Compute these objects. It is your job to determine the genus of each answer. Prime. means total derivative, not matrix-transpose, in the problems that follow. (a) F'(x, y, z) (b) det F'(x, y, z) (C) D-F (d) VXF
Solve the difference equation: y(n+1) – 0.2 y(n) – 4 =0 with y(0)=1. Deduce y(5). (do not use z-transform)
Write the names of the following formulas: Formula Stock Classical Fer Nos BaSO4 CUNO, CUNO SONO, AK NO: Pb(NO Ba|CIO, FeCO, Na CO, Cu-CO, Sn{CO Snco, Pb(CO) PACO, MgO, FePO. COM Cá 0h. SaS. SnSO CUCN PC H.0:
Practice Prolem 10.67 Select the reager) that wod y con the tartng matenad to the prt fer h of the fo tradamatem than oemaant ded t Choe eregnts A ed d by wh NO e Fr eame dd Hy0 HO0440 NacH ORaney 2 Hp gere)a (a) Reagent(s): (b) Reagent(s):
Please answer as neatly as possible. Much thanks in advance! Question 1: 6. In Problem 1, show that θ2 is a consistent estimator for θ. Deduce that Y(n) is a consistent estimator for θ and also asyınpt○tically unbiased estimator for θ. 1. Let Yi, ½, . . . ,y, denote a random sample from an uniform distribution on the interval (0,0). We have seen that (1) and 62 Ym are unbiased estimators for 0. Find the efficiency of 6 relative...
(d) Deduce from (c) that limk- 00μ"(GJ-0. (e) Deduce (5) from (d). 3. DEFINITION OF HAUSDORFF MEASURES Fix a > 0, Let H be defined as in the textbook. Homework 6.2: Show that the function Ha is countably monotone Fix α,ε > 0, Recall the following definition from the textbook: HỆ) (E) = inf y (diam(Ak))" , に! where the infimum is taken over all families {Ak Ak is a set of diameter less than E. 1 that cover E...
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