during a hockey game, the hockey puck slid directly from one goal line to the other at 9 meters per second…

during a hockey game, the hockey puck slid directly from one goal line to the other at 9 meters per second. the goal lines are 54 meters apart. if the pucks velocity was constant, how much time did it take the puck to slide half of the distance between the goal lines? write your answer as a whole number. seconds

during a hockey game, the hockey puck slid directly from one goal line to the other at 9 meters per second. the goal lines are 54 meters apart. if the pucks velocity was constant, how much time did it take the puck to slide half of the distance between the goal lines? write your answer as a whole number. seconds

Answer

Explanation:

Step1: Calculate half - distance

The total distance between goal lines is 54 meters. Half of this distance is $\frac{54}{2}=27$ meters.

Step2: Use speed - distance formula

The speed formula is $v = \frac{d}{t}$, where $v$ is speed, $d$ is distance, and $t$ is time. Rearranging for time gives $t=\frac{d}{v}$. Given $v = 9$ m/s and $d = 27$ m, then $t=\frac{27}{9}=3$ seconds.

Answer:

3