input: Write a function that calculates the number of jumps of a specified length needed to reach a point at coordinates (d, 0) from the origin in a 2-dimensional plane.
  assert min_Jumps(3, 4, 11) == 3.5
  assert min_Jumps(3, 4, 0) == 0
  assert min_Jumps(11, 14, 11) == 1
output: def min_Jumps(x, y, d):
      import math
      distance = math.sqrt(x**2 + y**2)
      return d / distance if distance else float('inf') if d != 0 else 0