# the constants of integration

III 20210325080416math_55 (3).pdf 25 / 25 100% + The 133 -Sinositolio 13-ád, at midi 22 Solve the system y1 = 11yı + Y3 Y2 -21yı + y2 Y3 = -21yı + Y3 1 Pre they the years NOTE: Use C1, C2, and c3 for the constants of integration. Y1 = 23 Y2 = Y3 = 24 21+ – -21 ore Question 1 of 4 < > View Policies Current Attempt in Progress Find the solution that satisfies the initial conditions y1(0) = 0, y2(0) = 0. 25 Thu III 20210325080416math_55 (3).pdf 1 / 25 100% + Qi — – Question 10 of 10 < > -71 View Policies Current Attempt in Progress 1 Find a matrix S such that S2 = A, 1 8 1 A=0 955 0 0 64 2 Question 8 of 10 < > – 71 III View Policies Current Attempt in Progress Let 1 -2 40 -20 1 A=0 -1 0 and P= 0 1 0 0 0 – 1 100 Given that P diagonalizes A, then compute the matrix A-2335 3 A-2335 4 T-I–I–INARIO 10:28 . A studypool.com View Policies Current Attempt in Progress Compute u · v, włu, w • v, u · (v + w), and v? (kw) using Formula (5) and parts (a), (b), (c), (d) of Theorem 5.3.3 where applicable. u = (i, 5i, 8), v = (5, -51,1 + i), w = (5 – 1,5i, 2 + 8i), k = 5i U.V= wTu = W.V u · (v + w) = vt (kw) = (1) 33 + 13i (2) -1+5i -5 +25i 40+8i 5 25 -40i 8 + 2i 40 + 10i (3)44-5i 16 64i (4) 25+82i (5)-25 – 125i 125 200 – 50i -125+25i – 125i -50-200i 20-30i 25 +25i 50 + 30i Question 2 of 6 View Policies Current Attempt in Progress Solve the equation (1 + i)x + 2u = v for x where: 5 4 1 + 9i and v= 5 + 72 5 – i [2i – 5 U = ? T = – ? -3 + 3i -4 – 7i -5.5 + 9.5 10:28 studypool.com View Policies Current Attempt in Progress Compute u ·v, włu, w • v, u · (v + w), and v? (kw) using Formula (5) and parts (a), (b), (c), (d) of Theorem 5.3.3 where applicable. (i, 5i, 8), v = (5, -51,1 + i), w = (5 – i, 5i, 2 + 8i), k = 5i U = U.V= wTu = W.V U · (v + w) = v? (Kw) = = (1) 33. + 13i (2) -1+5i -5 +25i 40+8i 5 25 -40i 8 + 2i 40 + 10i (3)44-5i 16 64i (4) 25+821 (5)-25 – 125i 125 200 – 50i -125+25i – 125i -50-200i 20-30i 25 +25i 50 + 30i Question 2 of 6 < View Policies Current Attempt in Progress Solve the equation (1 + i)x + 2u = v for x where: 5 4 1 + 9i and v= 5 + 72 5 – i [2i – 5 U = ? — ? -3 + 3i -4 – 7i -5.5 + 9.5

Purchase answer to see full attachment