Question

A cog wheel with 8 teeth is coupled with a cog wheel of 24 teeth. How
many rotations will the small cog wheel have made when it circles the bigger one once?​

Answer 1

Answer:

A cog wheel with $8$ teeth is coupled with a cog wheel of $24$  FOUR times  rotations will the small cog wheel have made when it circles the bigger one once.

Explanation:

A cog wheel with $8$ teeth is coupled with a cog wheel of $24$ FOUR times  rotations will the small cog wheel have made when it circles the bigger one once the small one will turn three times against the large one. It has eight teeth, which is one-third of the size of the larger one. But now we want the big wheel to come to a halt and the small wheel to circle the big one. The small one will make an additional circle around the big one throughout this operation. This brings the total number of turns to four.

Answer 2

Answer:

24 Rotations

Explanation:

1) When a cog wheel with teeth is connected with a gear wheel that rotates FOUR times, the little cog wheel will have made FOUR rotations when it circles the larger one once the small one has turned three times against the huge one.

2) It has eight teeth, one-third as many as the bigger one. However, we now want the big wheel to stop and the mini wheel to circle the big one. Throughout the operation, the small one will make an additional circuit around the big one. The total number of turns now stands at four.

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