Plot a direction field for the following differential equation with a graphing utility. Then find the...

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Plot a direction field for the following differential equation with a graphing utility. Then find the solution that is constant and determine which initial conditions y(0) = A leads to solutions that are increasing in time. t y' (t) = (y + 3) cos, 0≤ts, -6 sy≤0 Plot a direction field. Choose the correct direction field below. -3 11 Л ܫܐ ܡܢ ܡܢ ܠܡܢ ܐܢ ܐܢ \\\\\\~~- B. 0 ایک -3 c. -3 N What is/are the solution(s) that is/are constant? The solution(s) is/are (2(y + 3)), (2 sin (3) (y + 3)) (Type an equation. Use a comma to separate answers as needed.) -3 ssssssx1/ AAAAAAAAATIL AI Plot a direction field for the following differential equation with a graphing utility. Then find the solution that is constant and determine which initial conditions y(0) = A leads to solutions that are increasing in time. t y' (t) = (y + 3) cos, 0≤ts, -6 sy≤0 Plot a direction field. Choose the correct direction field below. -3 11 Л ܫܐ ܡܢ ܡܢ ܠܡܢ ܐܢ ܐܢ \\\\\\~~- B. 0 ایک -3 c. -3 N What is/are the solution(s) that is/are constant? The solution(s) is/are (2(y + 3)), (2 sin (3) (y + 3)) (Type an equation. Use a comma to separate answers as needed.) -3 ssssssx1/ AAAAAAAAATIL AI