\boxed{t=\frac{d}{V}} \\\\ V-the \ speed \\ d-the \ distance \\ t-time \\\\ t=\frac{200ft}{8\frac{ft}{s}}= \frac{200ft}{1}*\frac{1}{8}\frac{s}{ft} \\\\ \boxed{t=25s}"> V = t d => t = V d V − t h e s p ee d d − t h e d i s t an ce t − t im e t = 8 s f t 200 f t = 1 200 f t ∗ 8 1 f t s t = 25 s
To find out how long it takes to skate the length of a hockey rink, we need to divide the length of the rink by the speed of the person. In this case, the length of the rink is 200 feet and the speed is 8 feet per second.
So the time it takes to skate the length of the rink can be calculated by dividing 200 by 8:
Time = Length / Speed = 200 / 8 = 25 seconds.
Therefore, it would take 25 seconds for a person to skate the length of a hockey rink at a constant speed of 8 feet per second.
It takes a person 25 seconds to skate the length of a hockey rink (200 feet) at a speed of 8 feet per second. This is calculated using the formula for time being equal to distance divided by speed. Thus, t = 8 feet/second 200 feet .
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