Find all values of the constant real number r so that x = tk is a...

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Find all values of the constant real number r so that x = tk is a solution to second order ordinary differential equation t² d²x dt2 There are two values. Enter the smaller value of k in Blank # 1 Enter the second value of k in Blank # 2. Enter an integer or a fully reduced fraction such as -4,3/5, 18, -5/12, etc. No spaces please. Blank # 1 - 3tx - 8x = 0 on (0,00). dt Blank # 2 Find all values of the constant real number r so that x = tk is a solution to second order ordinary differential equation t² d²x dt2 There are two values. Enter the smaller value of k in Blank # 1 Enter the second value of k in Blank # 2. Enter an integer or a fully reduced fraction such as -4,3/5, 18, -5/12, etc. No spaces please. Blank # 1 - 3tx - 8x = 0 on (0,00). dt Blank # 2

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tdx dt 2 So As 3t dx 8x dt In j X dr dt dx dt it will 2 t kK1 tk B... View the full answer