is known that Founier series of tw) - lalio 1.2 cos(2n-1) (2n-1) on interval 1-1, 1). Use this to find the value of the intinte sur 1-4 92549 BACA caracoladion abych
Problem # 2 (20 points) Use Nodal Analysis and differential equation methods to find V(t) in the circuit shown and plot it for all t V(t) b 2 K 200MF 3 ov 2V Problem # 3 (20 points) Use Nodal Analysis and differential equation methods to find v(t) in the circuit shown and plot it for all t. 2n TOH 2t) 2 V
1. Find v(t). t-0 10 ? 6f 20 ? 20 V+ v(t) 10 ? 2. Find v(t). > 10 ? 6F 20 ? v(t) 200 10?
3. Given the circuit in Figure 3, find v(t) for all t>0. t=0 v(t) 4 A 20 22 60 Ω 0000 15 H 1/30 F HL
please answer in details , with clear handwritten, 3. Let T: V- V be a linear transformation on a 3-dimensional vector space V, with basis B- (v,2, v3 ff TW C w. A subspace W CV is invariant under T' 1 (a) Prove that if W and W2 are invariant subspaces under T, then Winw2 and Wi+W2 are invariant under T. (b) Find conditions a matrix representation Ms (T) such that the following subspaces are invariant under T span vspan...
300) V and v2 (t) 20 cos(wt 45°) V, find v(t) v1 (t)2(t) If v1(t) = -10 sin(wt _ -
QUESTION 3 5pts If vi(t) = -10 sin(wt - 30°) V and vz(t) = 20 cos(wt +45°) V. find v(t) = V(t) + vz(t)
T 4 Σ cos(2n-1)x 2 (2n-1) 1 on interval [, II, ]. Use this to find the value of the infinite sum 1+. 9 25 1 + + 1 49 + I....
Find a Maclaurin series for f(x). (Use (2n)! —for 1:3:5... (2n – 3).) 2"n!(2n-1) X Rx) = (* V1 +48 dt . -*** * 3 n = 2 Need Help? Read It Talk to a Tutor
16. Find the Laplace Transform of: v(t) = x( t - 20) Given that: X(S) = sis