The volume of Earth is 1.08 × 1012 km3The volume of the moon is 21.9 billion km3How many times could you fit the moon inside the Earth?Give your answer as an ordinary number to 1 significant figure.I DON'T KNOWSUBMIT ANSWERLearning

To find out how many times you could fit the moon inside the Earth, you need to divide the volume of the Earth by the volume of the moon.

First, let's convert the volumes to the same units. The volume of the Earth is given as 1.08 × 10^12 km^3, and the volume of the moon is given as 21.9 billion km^3.

1 billion is equal to 1 × 10^9, so the volume of the moon is 21.9 × 10^9 km^3.

Now, divide the volume of the Earth by the volume of the moon:

(1.08 × 10^12 km^3) / (21.9 × 10^9 km^3) = 49.3

So, you could fit the moon inside the Earth approximately 49 times (to 1 significant figure, this would be 50 times).