Consider a partial function.For every unmapped element in its doma.pdf
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Modifying a partial function by mapping unmapped elements to 'infinity' does not convert it into a function. This is because 'infinity' is not a real number, meaning there is still no valid output for those unmapped elements. Therefore, the definition of a function is not satisfied.
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Consider a partial function.For every unmapped element in its doma.pdf
- 1. Consider a partial function. For every unmapped element in its domain, map that element to "infinity". Does this modification make the partial function into a function? Why or why not? Solution It doesn't because "infinity" is not a real number. So, in any case there is no output for the specified unmapped elements.