Suppose the moon rotated on its axis just as quickly as earth. Would you still see the same side of the moon from earth?

Please help!

Suppose the Moon rotated on its axis just as quickly as Earth. Would we still always see the same side of the Moon from Earth? Explain.

Help!!!

The only reason we always see the man in the moon is that the moon spins around its own axis at exactly the period it revolves in its orbit around earth. Any other period of rotation would let us see the dark side of the moon :)

Try it with a tennis ball and a table lamp :)

Okay. Thank you!!

Sure, I can help explain this question. To understand whether we would still see the same side of the moon from Earth if it rotated at the same speed as our planet, we need to consider a few things.

The moon currently rotates on its axis at a much slower rate than Earth, which is why we always see the same side of the moon from our planet. This is called synchronous rotation or tidal locking.

If the moon were to suddenly start rotating at the same speed as Earth, it would no longer be tidally locked to us. As a result, we would start to see different sides of the moon over time.

To visualize this, imagine holding an object in front of you and slowly spinning it while keeping one side facing you. At first, you would only see one side, but as you rotate it faster, different sides would come into view.

So, if the moon rotated at the same rate as Earth, we would eventually see different sides of the moon from our planet over time. However, it's important to note that this is a hypothetical scenario as the moon's rotation is influenced by other factors besides the Earth's gravity.

I hope this explanation helps!