Mathematics · Differential Equations
Let y = y(x) be a differentiable function in the interval (0, ∞) such that y(1) = 2 and limt → x t2 y(x) - x2 y(t)x - t = 3 for each x > 0. Then the value of 2y(2) is equal to:
- 112
- 227
- 323✓
- 418
Correct answer
23
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