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1. (Competitive inhibition) Derive the expression of the production rate of X∗ in a phosphorylation cycle in the presence of a competitive inhibitor I for Z.
2. (Non-absolute activator) Derive the expression of the production rate of X∗ in a phosphorylation cycle in the presence of a non-absolute activator A for Z.
3. Consider the model of phosphotransfer systems of equation (2.32) and determine how the steady state transfer curve changes when the values of k3 and k4 are changed.
Solve Using Gauss-Seidel Method (Perform Four Iterations) Using the Gauss-Seidel method and the initial guess X1(0)=1, solve the following equation (x_1)^2 - 6x_1 + 2 = 0
Create the layout design for MOS NAND3 gate using a depletion-type transistor with VTL = -0.3V and enhancement-type transistors with VTO = 0.5V such that VOL is less than or equal to 0.1V. VDD = 2.5V , tox = 10nm and 2X = 0.6μm .
A 1.80kg , horizontal, uniform tray is attached to a vertical ideal spring of force constant 195N/m and a 290g metal ball is in the tray. The spring is below the tray, so it can oscillate up-and-down.
1 given that the frequency deviation constant kf is 5 khzvolt what is the required amplitude of the modulating signal
What is the clearance requirement for a 120/240 V, single-phase, three-wire service at the point of attachment to the building Over the driveway Over the main roadway
For a short transmission line having a series impedance Z=R+jXL, write the relationships between the sending-end and the receiving-end voltages and currents. Assuming a line with R=0, XL=20 ohm feeding a 1MW load at 0.95 power factor
A 200 volt dc shunt motor delivers an output of 17kW with an input of 20kW. the field winding resistances is 50 ohm and armature resistance is 0.04 ohm. maximum efficiency will be obtained when the total armature copper losses are equal
Approximately how many harmonics terms are required in the Fourier Series of a bipolar square wave with 50% duty cycle and amplitude A to represent 99% of its power?
If the polarization state resulting from (a) is represented bya complex number on the complex plane, show that the locus of these points as ψ variesfrom 0 to π/2 is a branch of hyperbola. Obtain the equation of the hyperbola.
Discuss the methods used for finding the approximate transformer parameters Rser, Lser, Rpar, and Lpar and explain what each of the parameters Rser, Lser, Rpar, and Lpar model and show their positions in the transformer's circuit diagram.
Determine RC such that vo1 = vo2 = -0.2 V when v1 = -0.7 V. - Using the results of part (a), find vo1 and vo2 when (i) v1 = -1.0 V and (ii) v1 = -0.4 V.
Calculate the voltages V1 and V2 for the circuit of given figure in phasor form using the voltage divider rule.
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