Answer
$\rm Equal $
Work Step by Step
We know that the stress (Tensile stress) exerted on the wire is given by
$${\rm Stress}=\dfrac{F}{A}$$
The breaking point in our case is when the force exceeds 5000 N for a wire of a cross-sectional area of $A$.
And since the new longer wire is made from the same material and has the same cross-sectional area $A$, then it must have the same breaking point at a force that exceeds $F=5000$ N.
In other words, the stress formula has nothing to do with the length of the wires as it depends only on its cross-sectional area as we see in the equation above.
Therefore, the answer is the breaking point is $\rm \bf Equal \;to \;5000\;N$