Question 11 (1 point) Saved Identify the orbital. Px orbital Pz orbital dxy orbital Py orbital...
Normalize the sphybrid orbital: h = s + Px + Py + Pz S, Px Py and pz represent n = 2 atomic orbitals on the same carbon atom. Assume all four AO's are normalized and orthogonal to each other. (2 pts)
PLEASE ANSWER ALL QUESTIONS THANK YOU 17. Identify the orbital. A) pz orbital B) dxy orbital C) px orbital D) dyz orbital E) py orbital 18.) Identify the orbital. .y A) d orbital B) dry orbital C) px orbital D) forbital E) py orbital 19.) Identify the orbital. A) d orbital B) dxy orbital C) px orbital D) forbital E) /y orbital 20. Which of the following transitions (in a hydrogen atom) represent emission of the longest wavelength photon? C)...
Normalize the sp3 hybrid orbital: h1 spxt Py + pz s, px, Py and pz representn = 2 atomic orbitals on the same carbon atom. Assume all four AO's are normalized and orthogonal to each other. (2 pts)
Question 6 1 pts Which p atomic orbitals contribute to sigma bonding? pz+pz pz-pz O py+py px+px
a) Give the orbital notation for electrons in an orbital with the following quantum numbers: n = 3, l = 2, ml = -1 b) Select the possible orientation labels for electrons in an orbital with the following quantum numbers: n = 3, l = 2, ml = -1 Select one or more: a. dxz b. dxy c. s d. dyz e. py f. dx(2)-y(2) g. px h. pz i. dz(2) c) List all the possible combinations of quantum numbers...
Where Px is the wave function for a Px orbital and Py is the wave function for a Py orbital and ℋ is the Hamiltonian. B. For P orbitals show that: B. For P orbitals show that:
Concentrated loads of Px = 37 kips, Py = 23 kips, and Pz = 19 kips are applied to the cantilever beam in the locations and directions shown. The beam cross section shown in has dimensions of b = 9 in. and h = 4 in. Using a value of a = 6.4 in., determine the normal and shear stresses at point K, and calculate the maximum in-plane shear stress at K. (Answers: -14.36 ksi, 0.86 ksi, and 7.23 ksi)...
Question The demand for good X is given by Ox 1,200-Px - 2y +4Pz+02M, where Py is the price of good Y. Pz is the price of good Z and M is income. If Py = $800, Pz = $200, and M= $5,000, what is the inverse demand function for good X? Explain your answer to get full credir! TTTT Paragraph y = - - Arial = - T - = = =
Prove Valid: 1. (z)(Pz --> Qz) 2. (Ex) [(Oy • Py) --> (Qy • Ry)] 3. (x) (-Px v Ox) 4. (x) (Ox --> -Rx) ... :. (Ey) (-Py v -Oy) 1. (x) [(Fx v Hx) --> (Gx • Ax)] 2. -(x) (Ax • Gx) ..... :. (Ex) (-Hx v Ax) 1. (x) (Px --> [(Qx • Rx) v Sx)] 2. (y) [(Qy • Ry) --> - Py] 3. (x) (Tx --> -Sx) .... :. (y) (Py --> -Ty)
The demand for good X is given by QXd = 6,000 - (1/2)PX - PY + 9PZ + (1/10)M Research shows that the prices of related goods are given by Py = $6,500 and Pz = $100, while the average income of individuals consuming this product is M = $70,000. a. Indicate whether goods Y and Z are substitutes or complements for good X b. Is X an inferior or a normal good? c. How many units of good X...