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AP Precalculus FRQ 1 Practice Problem
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In this video we do an AP Precaluclus FRQ #1 practice problem. Based on the Course and Exam Description (google AP Precalc CED), the FRQs are always going to look very similar every year, so I looked at what they gave us and made a new practice problem.
In this problem we have a table of values for the function f and the function g whose equation is given.
In part A we find a composition of functions and then evaluate the inverse at a point. I also explain why the function has an inverse.
In part B we solve an equation with our calculator and describe the end behavior of the function using limit notation.
In part C we decide what model (linear, quadratic, exponential, or logarithmic) best fits the function given in the table. I then go over the proper justification you'd give for each of those models.
#APPreCalculus #apexams
In this problem we have a table of values for the function f and the function g whose equation is given.
In part A we find a composition of functions and then evaluate the inverse at a point. I also explain why the function has an inverse.
In part B we solve an equation with our calculator and describe the end behavior of the function using limit notation.
In part C we decide what model (linear, quadratic, exponential, or logarithmic) best fits the function given in the table. I then go over the proper justification you'd give for each of those models.
#APPreCalculus #apexams
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