Every x-value lies on the graph of this function, so the domain is all reall numbers.
2006-11-05 13:38:29
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answer #1
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answered by ilikeansweringquestions 1
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I would say there is no unique answer, as your question is not constrained enough.
Domain of g can be 1, 2, 2.9, any 1 to infinite number of values, including complex numbers, anything that can be properly evaluated in the expression. E.g. if you a matrix subtract a scalar means all elements in the matrix are subtracted by the scalar, then, even matrices can be domain of g.
In other words, domain of a function is part of the definition of the function. E.g. f(x) = |x| be a function? Cannot answer because domain is not defined? If domain is only zero, then yes, it is a function, otherwise not.
2006-11-05 21:44:17
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answer #2
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answered by back2nature 4
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