I Determine Fi2 and F for the following configurations using the reciprocity theorem and other basic...
O 51.5 QUESTION 4 Determine F21 for the following configurations using the reciprocity theorem and other basic shape factor relations Long duct 0.235 0614 0.424 0.513 0197 QUESTION S Match the followine items fa-to el with their related meaning Sa QUESTION 5 Match the following items (a to e) with their related meaning 8 Nusselt number A Convection to conduction Reynolds Number B. If its radiative properties are independent of direction C. : Prandtl number e diffuse surface gray surface...
Determine the all four radiation view factors for the following configuration using the reciprocity theorem and other basic view factor relations. Long, open channel 1 1 m Az- 2 m
Digital logic design Question 2 [4+6=10Marks] I. Implement following function using 16 x 1 multiplexer? F(A,B,C,D) = I l.ec.(D1, D2, D3, D4,10,11,13,15) II. Implement function F given above using 8 x 1 multiplexer?
The problem says the speakers are in phase. However, I only get the correct answer using the out of phase equation. How is that possible?? Larry, Moe and Curly stand in a line with a spacing of 1.00 m. Larry is 3.00 m in front of a pair of stereo speakers 0.800 m apart. The speakers produce a single-frequency tone, vibrating in phase with each other. What are the two lowest frequencies that allow Larry to hear a loud tone...
I-1 12. Determine whether The Mean Value Theorem can be applied to f(x) = 1+1 on the interval (-2, -1). If The Mean Value Theorem can be applied, find all values c that satisfy the conclusion of the theorem.
(4) Using the intermediate value theorem, determine, if possible, whether the function f has at least one real zero between aandb. f(x)= 3x2 - 2x -11;a=2,6 = 3 (b) Graph the polynomial (a)P(x) = 2(x + 2)(x - 1)(x – 3)
0.1.For the following Laplace transform, F(s) a) Determine the steady state solution fs using the Final value theorem. b) Find the corresponding time function f(t) using partial fractions. a Use block diagram reduction to obtain the transfer function YIR of the following feedback system. Fuc R(s) Manifold Air b Ga(a) G1) Pressure Sparks pai FIQUREdle soed cortenal aetem 0.1.For the following Laplace transform, F(s) a) Determine the steady state solution fs using the Final value theorem. b) Find the corresponding...
1. Determine which of the following matrices are invertible. Use the Invertible Matrix Theorem (or other theorems) to justify why each matrix is invertible or not. Try to do as few computations as possible. (2) | 5 77 (a) 1-3 -6] [ 3 0 0 1 (c) -3 -4 0 | 8 5 -3 [ 30-37 (e) 2 0 4 [107] F-5 1 47 (d) 0 0 0 [1 4 9] ſi -3 -67 (d) 0 4 3 1-3 6...
By using convolution theorem, not laplace. !!!!!!! Determine the output y(t) for the following pairs of input signals x(t) and impulse responses h(t): (i) x(t)=u(t), h(t)=u(t): (iii) x(1) 11(1) _ 211(-1) + 11( -2), h(1) 11( 1) _ 11(-1);
give the ground-state Russell-Saunders terms for the following electronic configurations (a) Give the ground-state Russell-Saunders terms for the following electronic configurations: i. (3d) ii. (41) (Hint: S, P, D, F, G, H, I... for L=0, 1, 2, 3, 4, 5, 6 ...) (4 marks each, total 8 marks) (b) Determine ALL the atomic term symbols for the electronic configuration p3. Calculate the number of microstates and deduce the ground state term using Hund's rule. (10 marks)