If the above set of ordered pairs is a function, is it a linear or a nonlinear function?(1 point)
A. The set of ordered pairs is a linear function.
B. The set of ordered pairs is neither a linear nor nonlinear function.
C. The set of ordered pairs is a nonlinear function.
D. The set of ordered pairs was not a function.
You haven't provided the actual set of ordered pairs, so I can't determine whether they represent a linear function, a nonlinear function, or whether they even constitute a function at all.
Remember, a set of ordered pairs is deemed a function if each input (x-value) corresponds to exactly one output (y-value). To determine if a function is linear or nonlinear, you'd typically look for a consistent rate of change between the x and y-values—if it's constant, it's linear; if not, it's nonlinear.
Please provide the set of ordered pairs, and I can help determine the nature of the function. Without the data, the question cannot be answered, and any selection from options A, B, C, and D would be a guess.