If Z is a function of Y, and Y is a function of X then Z is a function of X. Which among the following options is the concept that supports the given statement?(a) Composition(b) Recursion(c) Primitive recursion(d) AggregationI had been asked this question during an online exam.My question is taken from Computational Processing Resources in portion Software Defined Radio Architecture of Cognitive Radio

If Z is a function of Y, and Y is a function of X then Z is a function

1.	If Z is a function of Y, and Y is a function of X then Z is a function of X. Which among the following options is the concept that supports the given statement?(a) Composition(b) Recursion(c) Primitive recursion(d) AggregationI had been asked this question during an online exam.My question is taken from Computational Processing Resources in portion Software Defined Radio Architecture of Cognitive Radio
Answer» Right answer is (a) COMPOSITION For explanation: Composition is the point wise APPLICATION of one function to the result of another to PRODUCE a THIRD function. A set is closed under composition of functions.

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