Question

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 (parent function from part 1).

Answer 1

Answer:

See below

Step-by-step explanation:

Parent function: the start of a family tree. It states in the problem that f(x) is the parent, but we can easily see that the actual equation for this is c = y + 0^x (we use 0 because of the circular shape of Pi-Guy's head and c for the cape).

Flips downward: We have to flip our equation: c = h + x^0

Flies .7 units right: We have to add 6 to the exponent: c = h + x^6

Flies 8 units down: We have to subtract the equation: c = h+8 + x^6