Subtract two quadratic equations to determine the domain

The video tutorial explains the process of subtracting functions, highlighting common mistakes such as failing to distribute negative signs across all terms in the second function. It demonstrates the correct method by inserting grouping symbols and distributing the negative sign, leading to the correct combination of like terms. The tutorial also covers the concept of domains, emphasizing that the domain of the result remains the same as the original functions when adding or subtracting. The video concludes by noting that this principle also applies to multiplication.

How does the domain of a function change when performing operations like addition or subtraction?

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Discuss the implications of having functions that are defined over all real numbers when performing operations.

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