The depth of one pit is 4.8 more than the second, if the depth of the second pit is doubled, then its depth

The depth of one pit is 4.8 more than the second, if the depth of the second pit is doubled, then its depth will be 1.2 m more than that of the first, find the depth of each pit.

Let us denote the depths of the first and second pits by A and B.

Since the depth of the first pit is 4.8 more than the depth of the second pit, we can draw up the equation:

A = B + 4.8.

If the depth of the second pit is increased by 2 times, then its depth will be 1.2 more than the depth of the first pit. Therefore, we can compose the second equation:

2 * B = A + 1.2.

Then we have:

2 * B = A + 1.2 = B + 4.8 + 1.2 = B + 6,

B = 6.

Then we can calculate the depth of the first pit:

A = B + 4.8 = 6 + 4.8 = 10.8.

Answer: 10.8 and 6.