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Match each linear system with one of the phase plane direction fields.
Match each linear system with one of the phase plane direction fields. (The blue lines are the arrow shafts, and the black dots are the arrow tips.) 2 1. y' ܒ ܝܕ IS 3 ? 2.4"-16 y 3 1 1 ? 3. 3 ? 4.5' 3 5 В A 12 1 1 с D
11. Match each linear system with one of the phase plane direction fields. 1 -3 a. 2 3 1 3 b. _ 2 1 1 0 C. 0 3 1 d 0 2 y B L L 11. Match each linear system with one of the phase plane direction fields. 1 -3 a. 2 3 1 3 b. _ 2 1 1 0 C. 0 3 1 d 0 2 y B L L
**2 (1 point) Match each linear system with one of the phase plane direction fields. (The blue lines are the arrow shafts, and the black dots are the arrow tips.) D$ 1.59 = [- 11111!IN IIIIII +1+ Note: To solve this problem, you only need to compute eigenvalues. In fact, it is enough to just compute whether the eigenvalues are
(1 point) Match each linear system with one of the phase plane direction fields. (The blue lines are the arrow shafts, and the black dots are the arrow tips) ? 1. - ? 2 = ? 3. ?
(1 point) Match each linear system with one of the phase plane vector fields. 71 1. z' = y2 y' = 2:22 1 ? ? ? 2. z' = sin(my) y = 1x 3. z' = y = y2 Itt til ? 4. x' = ry y'=1+y? 7 А - - V111111TININ I II/1
Match each system to a directional field below. 1. Match each system below to a direction field (i)-(iv) below: d x+y df = 2x +y (a) (b) dy dy = x + 2y di =xy1 di (d) (c) (i) (ii) (iv) (iii) 1. Match each system below to a direction field (i)-(iv) below: d x+y df = 2x +y (a) (b) dy dy = x + 2y di =xy1 di (d) (c) (i) (ii) (iv) (iii)
The electric and magnetic fields of a plane TEM in lossless media are a in phase and perpendicular to each other b. out of phase and not perpendicular to each other c. in phase and not perpendicular to each other d. out of phase and perpendicular to each other
Problem 9. PREVIEW ONLY -- ANSWERS NOT RECORDED (1 point) Match each linear system with one of the phase plane direction fields. (The blue lines are the arrow shafts, and the black dots are the arrow tips.) ? 1.7 -14 1 3 2 5 y 1 2. y 1. 1 3 А 111/ ? 3. U 1 3 2 2 1 - N1 . ? v 4.4 -3 0-2 y + 4 1 + II- IIII 11 + D Note:...
(1 point) Match each initial value problem with the phase plane plot of its solution. (The arrows on the curves indicate how the solution point moves as t increases.) A 4 1.9*= [a5 -5.) 3: 20) = [0] D 4 2.9*= [1 =7) »»0) = [.]. © 3.9*= [-2 ?)** 10) = [] B 4 1.3*= [0.5 -0.4)~: x = [] 0.4+ 0.27 -1 -0.5 0.5 1 y1 -0.27 -0.47 1 2 3 4 y1
match the linear concepts with their rotationally analogus. For the units, match the standard linear one (given) to the standard rotationally analogous ones. rad 1. S W 2 3. rev RPM or min rev 12 4. S 10 ē 5. t 6. deg S 7. rad וח s 9. deg m 10 a 11. rad s2 deg 12. s 13 S