the theorem that a given infinite series converges if the function whose value at each integer is the corresponding term in the series is decreasing, tends to zero, and results in a finite number when integrated from one to infinity.
[in-ti-grand] /ˈɪn tɪˌgrænd/ noun, Mathematics. 1. the expression to be integrated. /ˈɪntɪˌɡrænd/ noun 1. a mathematical function to be integrated integrand (ĭn’tĭ-grānd’) A function to be integrated.
[in-ti-gruh nt] /ˈɪn tɪ grənt/ adjective 1. making up or being a part of a whole; constituent. noun 2. an integrant part. 3. a solid, rigid sheet of building material composed of several layers of the same or of different materials. /ˈɪntəɡrənt/ adjective 1. part of a whole; integral; constituent noun 2. an integrant thing […]
[in-ti-graf, -grahf] /ˈɪn tɪˌgræf, -ˌgrɑf/ noun 1. (def 2).
[in-ti-grey-tid] /ˈɪn tɪˌgreɪ tɪd/ adjective 1. combining or coordinating separate elements so as to provide a harmonious, interrelated whole: an integrated plot; an integrated course of study. 2. organized or structured so that constituent units function cooperatively: an integrated economy. 3. having, including, or serving members of different racial, religious, and ethnic groups as equals: […]