a self guided flying device was designed to have a boomerang effect the location of a device from its original position is documented as having a positive distance when it is in front of the original position and a negative distance when its is behind the original position the location of the device can be represented by the equation below where x equals the time in seconds after the device was launched.

Question

a self guided flying device was designed to have a boomerang effect the location of a device from its original position is documented as having a positive distance when it is in front of the original position and a negative distance when its is behind the original position the location of the device can be represented by the equation below where x equals the time in seconds after the device was launched.

d(x)=-7(x-22)^2+3,388
the graph of the function is drawn under the assumption that the device never stops which of the following describes the end behavior of the graph?

Answer 1

The end behavior of the graph of the function would be that the device continuously moves in a boomerang motion, reaching a maximum distance from the original position of 3388 units and then returning back towards the original position. This behavior would continue indefinitely as long as the device is in motion.