given h = f(t) where h is the height in meters of an object and t is the time in seconds since it was…

given h = f(t) where h is the height in meters of an object and t is the time in seconds since it was launched, which of the following is the best interpretation of f(6) = 9? the object is 54 meters in the air. 9 seconds after the object is launched it is traveling 6 meters per second. the object travels 9 meters for every 6 seconds. 6 seconds after the object is launched it is traveling 9 meters per second. 6 seconds after the object is launched it is 9 meters in the air. the object travels 6 meters for every 9 seconds. 9 seconds after the object is launch it is 6 meters in the air.

given h = f(t) where h is the height in meters of an object and t is the time in seconds since it was launched, which of the following is the best interpretation of f(6) = 9? the object is 54 meters in the air. 9 seconds after the object is launched it is traveling 6 meters per second. the object travels 9 meters for every 6 seconds. 6 seconds after the object is launched it is traveling 9 meters per second. 6 seconds after the object is launched it is 9 meters in the air. the object travels 6 meters for every 9 seconds. 9 seconds after the object is launch it is 6 meters in the air.

Answer

Explanation:

Step1: Understand function notation

The function is $H = f(t)$, where $t$ is time and $H$ is height. $f(6)=9$ means when $t = 6$ (6 seconds since launch), $H=9$ (height is 9 meters).

Answer:

6 seconds after the object is launched it is 9 meters in the air.