Answer:


Explanation:
We are asked to find the product of
and then product of
.

We can use this result to find the product of
. We can see that in product of
, there is one zero after 6. In product of
, there are two zero after 6.
We can represent the second product as:

Substitute result from 1st product as:


Therefore, the product of
would be 10 times more than product of
.