A circuit consisting of a resistor R, an inductor L, a capacitor C, and a current source I(t) di connected in parallel is called the parallel RLC circuit whose ODE is Ri + L= V. dt Solve the ODE for the series RLC. [14

Q: what is the generating function of an  an+1=4an-an-1 (n>2)  a0=1, a1=1, a2=4

A: We have been given a recurrence relation . an+1=4an-an-1 , a0=1 , a1=1,a2=4  For , homogenous…

Q: 5ェ 4°(1- 等+ 5ェ +...)

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Q: Find Tay br Polynomial. for the function fox): Vx + 3. ot degree 3 centered ata=2

A: According to the problem, we have

Q: デジタル形式で段階的に解決 ありがとう!! SOLVE STEP BY STEP IN DIGITAL FORMAT Find the Fourier series from the…

A: 5. Conclusion:This series expresses the periodic function f(t) as an infinite sum of cosine terms.…

Q: D. f(s) = 3/2 = 0 = 3/2 = 3 = 3/2 s=0 $1 0<s<5 si s=5 si 5 < s <10 si s = 10 $1

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Q: 1 13 Compute: Lk=0 2k Compute: -1 k². %3D1 =D1

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Q: The Fibonacci numbers 1, 1, 2, 3, 5, 8, 13.. are defined by the recursion formula xn+1 = Xn + xn-1,…

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Q: Find all of the 5-th roots of the number z Show all of your working! -√3+i. ==

A: We have to find all of the 5-th roots of the numberz = -  + iWe know that, Polar Form of a Complex…

Q: Find the fourier series of the function {f(x)=x4 , 0<x<2π, p=2L=2π}to the fifth sentence (n=5)

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Q: Find the fourier series for the following B Persodic function 「-メ -<メく。 FCX) = 。 <メ< 1 %3D Lくメく 3 1.

A: Given fx=-x-1&lt;x&lt;0x0&lt;x&lt;111&lt;x&lt;3

Q: 2. (a) If z = 1+ 3i and v = −2 − i then 1 A. + 2 B. Tin Tin + C. A. 2√6 e-in/6 B. 2√3 e-in/3 D. 2 10…

A:

Q: Compute the Fourier series coefficients ak of the periodic signal x[n] = cos((pi/3)n+pi/6).

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Q: Show that: 8 [J₁(bt) t" eat dt ed 0 2"b" I(n+-) 2 n+- 2 √√π (a² + b²) T

A: To prove the given integral identity, we will use the integral representation of the Bessel function…

Q: 6. Interval, - TT <x < TT; function, f(x) = 0, = x2 - TT<x<T 0 <x< TT

A:

Q: 1. (i) Find all four square roots of 61 in Z247. (ii) Show that r³7 = x for all r E Z217- (iii) In…

A: (i)      Let 'a' be square root of 61 in Z247 Then,       a2   = 61 (mod 247)     i.e.,  a = 247 K…

Q: Assume that the population size of honey bees in billions at year t is hy, and the population size…

A: 3.) The population of wild bees in the long run:As t→∞, 0.5t→0.So, the population of wild bees in…

Q: The Lucas numbers can be generated using the recursive formula: L1 = 2 L2 = 1 LN =LN–1 +LN–2 What is…

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Q: 6-+ ろくなく 3

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Q: Find the Fourier series for g(x) = 1 + x,-π < x < π. Use the same orthogonal set used in class (the…

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Q: Q9. (a) (i) Calculate (2 + i√5)(√5 - i). (ii) Hence verify that (√5 - i) is a root of the equ

A: (a) The given expression is 2+i55-i Multiply the terms in the given expression…

Q: Find the root of x²-x-10 = 0 approximately up to 5 iterations using Bisection Method. Let a = 1.5…

A: The bisection method uses the midpoint of an interval to perform the iterations to approximate the…

Q: 9. The two complex numbers V and W represent two reactances connected in series. Calculate the total…

A: Two complex numbers are To Find: Total reactance.

Q: Q1) Write the following in scientific notation 1.) 1.234*10 2) -8.765*10402 3.) 1015

A: Given notation can be solved by formulaes

Q: a) Let p=13. Compute L2(3) b) Show that L2(11) = 7.

A: Here concept of field is used.

Q: Express the following signal into an Exponential Fourier Series and write down their exponential…

A: The given signal is, xt=1+cos10πt-5sin10πt The Euler's formula is given as, cosθ=ejθ+e-jθ2,…

Q: 1 about x=3. find the Taylor series form of 1-X anner

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Q: Find the first three terms of the expansion (4 – 2x)°. О а. 4(1 +...) O b. 2°(1 – + O c. 2° (1+ * O…

A: To find the expansion.

Q: Determine a and b such that p(x) = x² + ax + b satisfies p(1) = 0 and p'(1) = 9. (Give an exact…

A: