Functions Involving Parameters, Vectors, and Matrices
If (x, y) satisfies an implicitly defined function, how many values can y take for each x?
Which property states that for any real number , the equation holds true?
Which term describes a situation where becomes infinitely large as approaches 'a' from either side?
What is it called when you add a number and its opposite yielding zero ()?
When you differentiate both sides of an equation like with respect to , what rule do you need to apply on the left-hand side?
What type of discontinuity is present if a function has a hole at the point (a, b)?
What is the measure of an angle that is supplementary to a 65-degree angle?

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Given quadratic function , how could it be transformed to reflect over the x-axis followed by a shift of units to the right?
If , what does represent?
What is the derivative of y with respect to x if ?