Determine the current and voltage + 50.0V Λ 14.0Ω >7.00 Ω 27.00 Ω 14.0Ω Λ 10.0Ω
Using the half-circuit analysis, find the differential voltage gain for the circuit All differential pairs are symmetrical, λ > 0) in1 in2
Problem 2 Consider the wave function Where a, λ ω are positive constants. (a) Normalize (b) Determine the expectation values ofx and x; (c) Find the standard deviation ofx. Sketch the graph of 1992, as a function ofx, and mark the points (<x> + σ) and 〈X>-07, to illustrate the sense in which σ represents the "spread" in x, what is the probability that the particle would be found outside this range?
14) Determine the volume of the solid obtained by rotating the region bounded by y = 4.r and yrr about y-axis. Assume that r> 0.
Question 1 30 pts 220 V 212 -j522 2290° A 3412 > j3 Ω Find the SAE's for the assigned loop currents. Solve for the loop currents. Round answer to 2 decimal places, add O's as needed. Express magnitude as positive number and angle between 180° i = 2 А iz = А iz = A
2.5.1. The probability function of a random variable Y is given by where λ is a known positive value and c is a constant. (a) Find c. (b) Find P(Y 0). (c) Find P(Y>2).
Question 1 30 pts 220 V 212 -j522 2290° A 3412 > j3 Ω Find the SAE's for the assigned loop currents. Solve for the loop currents. Round answer to 2 decimal places, add O's as needed. Express magnitude as positive number and angle between 180° i = 2 А iz = А iz = A
1. (20 points) Given the following Grammar G,
S->ASB
A -> aAS | a | λ
B -> SbS | A|bb
(a) Identify and remove the λ-productions.
(b) Identify and remove unit-productions from the result of
(a).
(c) Convert it to Chomsky Normal Form.
1. (20 points) Given the following Grammar G, S->ASB A -> AS | a 1a B -> Sbs | Albb (a) Identify and remove the -productions. (b) Identify and remove unit-productions from the result of (a)....
Let X be an exponentially distributed random variable with parameter λ. Prove that P(X > s + tK > t) P(X > s) for any S,12 0
Problem 10.10-1 72 kS2 The input to this circuit is the voltage source voltage given by v(t) 2.65cos 310t-15° v 0.5HF The output is the voltage Vo(t)-Acos(310 t + ?) v vi0) ou) where A and ? are constants such that A > 0 and-180° < ? < 180°. Determine the values of the constants A and ?: | V and ?
Solve the IVP 1 (31= [ -> ] (3) [6**) (O)= [-] +