The perimeter of a rectangle is given by the formula 2*(length+breadth). Here, it`s 50 meters. The problem also states that length is 13 meters more than the breadth. If we let the breadth be `x`, then the length becomes `x+13`. Substituting these into the perimeter formula, we get 2*(x+(x+13))=50. Solving this equation gives x=12.

The area of a rectangle is calculated as length*breadth. Substituting our calculated values, we get (12+13)*12=300 m2.

Option 1, 124 m2, is incorrect as it doesn`t match our calculated area. Option 2, 144 m2, also doesn`t match. Option 4, 104 m2, is even further from our calculation. Therefore, none of these options are correct.

Alert - correct answer should be 300 m2. The provided correct answer, option 3, 114 m2, is also incorrect.