Short Answer

Verifying Functionality in System Logic

A technician is evaluating the system rule defined by the equation x+y2=4x + y^2 = 4. To test for uniqueness, they substitute x=0x = 0 into the equation, which simplifies the relationship to y2=4y^2 = 4. Based on the standard analysis of this example, what are the two distinct numerical values for yy that satisfy this equation, and does this result prove that the equation defines a function?

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Updated 2026-05-25

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