Consider a rectangle whose length is increasing at the uniform rate of $$2$$ m/sec, breadth is decreasing at the uniform rate of $$3$$ m/sec and the area is decreasing at the uniform rate of $$5$$ m$$^2$$/sec. If after some time the breadth of the rectangle is $$2$$ m then the length of the rectangle is

A

$$2$$ m

B

$$4$$ m

C

$$1$$ m

D

$$3$$ m