[FONT=arial, helvetica, sans-serif]In Gear[/FONT]
Here are 3 interlocking gears. The largest gear has 14 teeth, the middle gear has 12 teeth, and the smallest gear has 6 teeth. The largest and smallest gears can only move in a clockwise direction, while the middle gear can only move counterclockwise.
The gears are in their starting positions now. Suppose you turn the largest gear, and you want to keep the gears turning until they are back in their starting positions.
How many turns will each gear have to make in order to return all 3 gears to their original starting positions?
Here are 3 interlocking gears. The largest gear has 14 teeth, the middle gear has 12 teeth, and the smallest gear has 6 teeth. The largest and smallest gears can only move in a clockwise direction, while the middle gear can only move counterclockwise.
The gears are in their starting positions now. Suppose you turn the largest gear, and you want to keep the gears turning until they are back in their starting positions.
How many turns will each gear have to make in order to return all 3 gears to their original starting positions?