The main intention of this paper is a practical (from the applied point of view) and simple method of dealing with the problem of measurement errors in simultaneous equation models. As a result, the paper provides the conditions under which certain simultaneous equations models can be identified and estimated on a recursive equation-by-equation basis. These results are obtained at the expense of generality, but they are blessed with the advantage of clarity, which might help under certain conditions in applied econometric work. The paper starts out from a standard model of measurement errors in simultaneous equations systems. Then two sufficient conditions for separate equation identifications are stated and embodied in a relatively simple stepwise procedure for recursively checking equation-by-equation identification. The paper concludes with an illustration of the procedure by a permanent-income model of consumption.