is μ(x, y) = xy an integrating factor for the following differential equation? If so, solve it. メナ (2) C₁₂ )))x+ сех созу- xysingjoy
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- Please Indicate your final answer in the choices! I'll rate!4) The function sin x (which you may remember from Calculus 1 limits) is important in signal processing and electrical engineering, and is known as the "sinc" function, often abbreviated as just sinc(x). Find § sinc(x) dx. Then, approximate ſ sinc(x) dx using the first five terms of the appropriate series.Draw the following expressions as time domain graphs.
- Which of the following are parameters? a. σ b. s2 c. μ1 - μ2 d. More than one of the above is correct.Inductive Circuits Fill in all the missing values. Refer to the following formulas: XL=2fLL=XL2ff=XL2L Inductance (H) Frequency (Hz) Inductive Reactance ( ) 1.2 60 0.085 213.628 1000 4712.389 0.65 600 3.6 678.584 25 411.459 0.5 60 0.85 6408.849 20 201.062 0.45 400 4.8 2412.743 1000 40.841Pls show neat and whole solution.
- Obtain the parameters h12 and g12An appropriate substitution for the differential equation dy =y (xy-1) is: xp x = u y None of These. y3 u x とー %3D y3 u Vindows bui 1/340 Complete the following exercises in complex arithmetic. a. Find the complex conjugate of (4 +j4), (2 –78), (-5+j2). b. Convert the following to polar form by multiplying the numerator and denominator by the complex conjugate of the denominator and then performing the cpnversion to polar coordinates: 1+l j4 4+j4 2- 8 -5+j2 c. Repeat part b but this time convert to polar coordinates before performing the division.
- بكلتا i need clear ans by hand and solve ery very fast in 20 min and thank you. | DYBALA solve it. (x,y) = xy an integrating factor for the following differential equation? If so, (2y cos y) dx + (2x cos y - xy sin y)dy = 0 solve it. ng factor for the 1 Calon 3 + (2x cos y-xyy)ay SWill you please help me solve questions 1 and 2?Problem 1: Classify the following signals as energy or power signals, and find the normalized energy or normalized power of each: e. The signal shown in the following figure. 1 e-t/10 ー元 f. f(t) = e-2ltlcos(10t).