Solve 2+2s+3 (s2 +2s+2)(s2 +2s+5)
What is wrong with this wavefunction? The following is a proposed wavefunction for the Be atom: V(1,2,3,4)Als(1)1s(2)2s(3)2s(4)1s(1)2s(2)2s(3)1s(4) + 1s(1)2s(2)1s(3)2s(4) 2s(1)2s(2)1s(3)1s(4)] x a(1)B(2) B(1)a(2)a(3)B(4)-B(3)a(4)] The following is a proposed wavefunction for the Be atom: V(1,2,3,4)Als(1)1s(2)2s(3)2s(4)1s(1)2s(2)2s(3)1s(4) + 1s(1)2s(2)1s(3)2s(4) 2s(1)2s(2)1s(3)1s(4)] x a(1)B(2) B(1)a(2)a(3)B(4)-B(3)a(4)]
Find the inverse Laplace transforms of (a) (b) (c) s 1 (2s +1) Y(s) = (822 5s + 8 (2s - 2) 21) Y(s) = Find the inverse Laplace transforms of (2s- 3)e-3,s 1) (2s (a) Y(s)2s+ ) (2s - 2) (c) Y(s) = (5-7)2 s 1 (2s +1) Y(s) = (822 5s + 8 (2s - 2) 21) Y(s) = Find the inverse Laplace transforms of (2s- 3)e-3,s 1) (2s (a) Y(s)2s+ ) (2s - 2) (c) Y(s) =...
5. The following is a proposed wavefunction for the Be atom V(1,2,3,4) A1s(1)1s(2)2s(3)2s(4)+1s(1)2s(2)2s(3)1s(4) 1s(1)2s(2)1s(3)2s(4) +2s(1)2s(2)1s(3)1s(4)]x a(1)8(2)- B(1)a(2)]a(3)B(4) - B(3)a(4) a) find the normalization constant. b) What is wrong with this wavefunction? 5. The following is a proposed wavefunction for the Be atom V(1,2,3,4) A1s(1)1s(2)2s(3)2s(4)+1s(1)2s(2)2s(3)1s(4) 1s(1)2s(2)1s(3)2s(4) +2s(1)2s(2)1s(3)1s(4)]x a(1)8(2)- B(1)a(2)]a(3)B(4) - B(3)a(4) a) find the normalization constant. b) What is wrong with this wavefunction?
Which of the following states the correct molecular orbital configuration of O2+? a.(1σg,2s)2(1σu,2s*)2(2σg,2pz)2(1πu,2px,y)4 b. (1σg,2s)2(1σu,2s*)2(2σg,2pz)2(1πu,2px,y)4(1πg,2px,y*)3 c. (1σg,2s)2(1σu,2s*)2(2σg,2pz)2(1πu,2px,y)4(1πg,2px,y*)1 d. (1σg,2s)2(1σu,2s*)2(2σg,2pz)2(1πu,2px,y)3
The wave functions for thee 1s and 2s orbitals are as follows 1s 2s 3/2 where ao is a constant (ao -53 pm) and r is the distance from the nucleus. Use a spreadsheet to make a plot of each of these wave functions for values of r ranging from 0 pm to 200 pm. Describe the difference sin the pots and identify thee node in the 2s wave function (10 pts)
this is E-math class 4. Find the inverse Laplace Transform of 2s +3 2+2s+5 Y (s)
prove the following 2 F(s) Y (s) 2s + 2 s(s2 +2s + 2) 1 1 1 s + 1 1 2 2 S (1+di+) 1++) ) -3( s +1 1 1 1 -2ES 2 2 2 F(s) Y (s) 2s + 2 s(s2 +2s + 2) 1 1 1 s + 1 1 2 2 S (1+di+) 1++) ) -3( s +1 1 1 1 -2ES 2 2
Prove the statement is true. (a) The set A= {(2,y) ERR:22 + y2 <1} is uncountable.
Inverse Laplace of: (5-2s) / (s^2 - 2s +5)