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There are several definitions of radicals for general nonassociative rings given in literature, e.g. [l],  , and  . The M-prime radical of Brown-McCoy which is given in  , is similar to the prime radical in an associative ring. However, it depends on the particular chosen element u. The purpose of this paper is to give a definition for the Brown-McCoy type prime radical for Jordan rings so that the radical will be independent from the element chosen. Let / be a Jordan ring, x be andoi:10.2307/2036054 fatcat:rq5hfuqsyzautjaczaojc65sha