While a function may not be one-to-one when defined over its "natural" domain, it may...
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While a function may not be one-to-one when defined over its "natural" domain, it may be possible to restrict the domain in such a way that it is one-to-one and the range of the function is unchanged.For the function f(x) = -x-3, decide on a suitable restriction on the domain so that the function is one-to-one and the range is not changed.Determine a suitable restricted domain for f. Choose the correct answer below.OA. [-3,00)OB. [3,00)OC. [0,00)OD. [-3,3]
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