Question: Consider the following Matlab code: [t, y] = ode23 (0 (try) [6+y(2); -2y(1) + Sy(2)-2*y(1)], [1, 5], [1; 21} (a) Enter the system of ODEs
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![[6+y(2); -2"y(1) + Sy(2)-2*y(1)], [1, 5], [1; 21} (a) Enter the system](https://s3.amazonaws.com/si.experts.images/answers/2024/06/66672c07b1df5_51166672c079de0f.jpg)
Consider the following Matlab code: [t, y] = ode23 (0 (try) [6+y(2); -2"y(1) + Sy(2)-2*y(1)], [1, 5], [1; 21} (a) Enter the system of ODEs solved by the above code. Use y1 for 1/j and y2 for 1/2. (b) The above code solves the system from t to (c) The initial value of 1/1 is and the initial value of yo is
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