Find the Wronskian of y₁ = 6 sin (1 x) and y2 = 3 cos (1x). Let y₁ and 2 be two solutions of the homogeneous linear 2nd

Post by **answerhappygod** » Mon Jul 11, 2022 12:08 pm

: Find The Wronskian Of Y 6 Sin 1 X And Y2 3 Cos 1x Let Y And 2 Be Two Solutions Of The Homogeneous Linear 2nd 1 (7.94 KiB) Viewed 42 times

: Find The Wronskian Of Y 6 Sin 1 X And Y2 3 Cos 1x Let Y And 2 Be Two Solutions Of The Homogeneous Linear 2nd 2 (7.94 KiB) Viewed 42 times

: Find The Wronskian Of Y 6 Sin 1 X And Y2 3 Cos 1x Let Y And 2 Be Two Solutions Of The Homogeneous Linear 2nd 3 (12.15 KiB) Viewed 42 times

Find the Wronskian of y₁ = 6 sin (1 x) and y2 = 3 cos (1x).
Let y₁ and 2 be two solutions of the homogeneous linear 2nd-order differential equation, az (x) y' + a, (x) y + ao (x) y = 0, on an interval I. Then the set of solutions is linearly dependent on I if and only if the Wronskian of y₁ and 32 0 for at least one x in the interval. True O False