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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 7 units to the right, and then down 8 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).

There is a math student in distress over Algebra 2 PiGuy quickly travels to go tutor the student Here is PiGuys movement to travel to the student he flips downw class=

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Answer:

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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