What is the definition of Boolean functions?(a) An arithmetic function with k degrees such that f:Y–>Y^k(b) A special mathematical function with n degrees such that f:Y^n–>Y(c) An algebraic function with n degrees such that f:X^n–>X(d) A polynomial function with k degrees such that f:X^2–>X^nI had been asked this question in examination.My doubt stems from Boolean Algebra in division Boolean Algebra and Modeling Computations of Discrete Mathematics

What is the definition of Boolean functions?(a) An arithmetic function

1.	What is the definition of Boolean functions?(a) An arithmetic function with k degrees such that f:Y–>Y^k(b) A special mathematical function with n degrees such that f:Y^n–>Y(c) An algebraic function with n degrees such that f:X^n–>X(d) A polynomial function with k degrees such that f:X^2–>X^nI had been asked this question in examination.My doubt stems from Boolean Algebra in division Boolean Algebra and Modeling Computations of Discrete Mathematics
Answer» The correct OPTION is (b) A SPECIAL mathematical FUNCTION with n degrees such that f:Y^n–>Y Explanation: A Boolean function is a special mathematical function with n degrees and where Y = {0,1} is the Boolean domain with being a non-negative integer. It helps in describing the way in which the Boolean output is derived from Boolean inputs.

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