For this case we have the following equation: s = 300 / d Where, s: the speed of the current in a certain whirlpool d: the distance from the center of the whirlpool We have then that: If the distance from the center of the whirpool is large, the speed is small. If the distance from the center of the whirlpool is very small, the speed tends to infinity Answer: Large distance, small speed. Short distance, speed tends to infinity.
If the speed "s" of the current in a certain whirlpool is modeled by s = 300/d, where "d" is the distences from the center of the whirlpool. the true statement is: as you move closer to the center of the whirlpool, the speed of the current approaches infinity.
