1. Suppose the utility function for goods q1 and q2 is given by U(q1, q2) = q1q2 + q2 (a) Calculate the uncompensated (Marshallian) demand functions for q1 and q2 (b) Describe how the uncompensated demand curves for q1 and q2 are shifted by changes in income (Y) or the price of the other good. (c) Calculate the expenditure function for q1 and q2 such that minimum expenditure = E(p1, p2, U) (d) Use the expenditure function calculated in part...
Please answer both question 1 & 2. I will rate, thank you. Q1 Q2 Q2 Q2 Suppose an outside supplier will sell bindings to Outdoor Sports for $16 each. Ouldoor Sports will pay $1.00 per unit to to show Direct labor 82.000 S 10.00
Three charges, Q1, Q2, and Q3 are located along a straight line. The position of Q2 is 0.246 m to the right of Q1. Q3 is located 0.125 m to the right of Q2. Use Q1= 2.07x10-6C, Q2= -3.03 x10-6C, and Q3= 3.33 x10-6C. Calculate the total force on Q2. I found the force between Q1 and Q2 which is -0.931N. Then, I found the force between Q2 and Q3 which is -5.805N. Then, I found the total force, by...
Three charges, Q1, Q2, and Q3 are located in a straight line. The position of Q2 is 0.290 m to the right of Q1. Q3 is located 0.158 m to the right of Q2. (a)Q1= 2.24·10-6 C, Q2= -2.84·10-6 C, and Q3= 3.33·10-6 C. Calculate the total force on Q2. Give with the plus sign for a force directed to the right. (b)Now the charges Q1= 2.24·10-6 C and Q2= -2.84·10-6 C are fixed at their positions, distance 0.290 m...
h(t) h(1) + ht) Figure Q2 (a) Q2 (a) Consider the system shown in Figure Q2 (a). Find the overall impulse response of the system, h(t) with impulse responses given below. h(t) = 3e-Stu(t) hy(t) = et u(t) hg(t) = 2t u(t) (5 marks) (b) Determine whether the system, h(t) obtained in Q2 (a) is: (1) Stable (3 marks) (ii) Causal (2 marks) Q3. (a) Explain the Gibbs phenomenon. (3 marks) (b) Given a signal 3 x(t) = x+7cos (41t+...
Two small nonconducting spheres have a total charge of Q=Q1+Q2=Q=Q1+Q2= 93.0 μCμC , Q1<Q2Q1<Q2. When placed 28.0 cmcm apart, the force each exerts on the other is 12.5 NN and is repulsive. 1) What is the charge Q1? 2) What is the charge Q2? 3) What would Q1 be if the force were attractive? 4) What would Q2 be if the force were attractive?
Q2 (a) Given the signal x(t) and system h(t) as presented in Figure Q2(a). Determine the output y(t) using the graphical representation of convolution integral. (7 marks) x(1) h(t) 1 e-'u(t) e-2 (1) 0 Figure Q2(a) Q2 (b) Consider a system as shown in Figure Q2(b). t2 - 1 x(t) y(t) Advance by 1 second Х Figure Q2(b) Find the input-output relation between x(t) and y(t). (i) (1 mark) Examine whether the system is time variant or time invariant. (5...
1)Two small nonconducting spheres have a total charge of Q=Q1+Q2=Q=Q1+Q2= 88.0 μCμC , Q1<Q2Q1<Q2. When placed 25.0 cmcm apart, the force each exerts on the other is 10.5 NN and is repulsive. What is the Charge for Q1 and Q2, and what would they both be if the force was attractive?
Three charged marbles, labeled q1, q2, and q3, are oriented such that q2 is between q1 and q3. The charge on q2 is-148 E field lines 492 93 (a) q1 and q3 have what sign of charge? 93 (b) If the magnitude of the charge on q1 is 7.8 uC, what is the magnitude of charge on q3? Select ▼ 1elect Select
Q2. (a)Figure Q2(a) shows the block diagram of a system network. Determine the (7 marks) closed-loop transfer function T(s) C(s)/R(s). Cts) Ris) + Figure Q2(a)