KEEP GOING TO NEXT PAGE Part 2: There is a math student in distress over Algebra 2. Pi-Guy quickly travels to go tutor the student. Here is Pi-Guy's movement to travel to the student: he flips downward, flies 10 units
to the right, and then down 3 units. Write the equation f(x) to show the movements that Pi-Guy makes from
his original location (the parent function from Part 1). You do not need the specific type of function, just write
in terms of f(x)

See below explanation

Step-by-step explanation:

So you just have to move the heroine around the map. Draw out a map with a village and the hero-guy will go save the college student.

Equational path (you have to make sure f(x) is in the pathological way because that is part of the instructions for this problem) : g(y) = a^8 + 7(f(x)

This shows that the guy went 8 miles and then 7 in the function.

To show the flip that the guy does, just turn the equation around: f(x)*7 +a^8 = g(y)

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step-by-step explanation: