Question

a hockey puck slid across an ice rink in 6 seconds. it slid from the center line to the goal line in half of that time at 9 meters per second. what is the distance that the puck slid between the two lines? write your answer as a whole number. \boxed{} meters submit

Explanation:

Step1: Find the time taken to slide between the two lines

The total time to slide across the rink is 6 seconds. The time between the center line and goal line is half of that, so $t = \frac{6}{2} = 3$ seconds.

Step2: Calculate the distance using speed formula

The speed formula is $d = v \times t$, where $v = 9$ m/s and $t = 3$ s. So $d = 9 \times 3 = 27$ meters.

Answer:

27