Problem:
The total length of the two pieces of a chain is 10 4/15 meters. One piece of 2 2/5 meters length is cut from it. The remaining chain is divided into four parts of equal length. Find the length of each part.

Solution:
To solve this problem, we will follow the given steps:

Step 1: Find the total length of the chain.
Given that the total length of the two pieces of the chain is 10 4/15 meters. We can add the lengths of the two pieces to find the total length.
Total length = Length of piece 1 + Length of piece 2
Total length = 10 4/15 meters

Step 2: Subtract the length of the cut piece from the total length.
We are given that one piece of length 2 2/5 meters is cut from the chain. We need to subtract this length from the total length to find the length of the remaining chain.
Remaining length = Total length - Length of cut piece
Remaining length = 10 4/15 meters - 2 2/5 meters

Step 3: Divide the remaining length into four equal parts.
To find the length of each part, we need to divide the remaining length by 4.
Length of each part = Remaining length / 4

Step 4: Simplify the fractions and calculate the final answer.
We will simplify the fractions and calculate the length of each part.

Now, let's solve the problem:
Total length = 10 4/15 meters
Length of cut piece = 2 2/5 meters

Total length = 10 + 4/15 meters = 150/15 + 4/15 meters = 154/15 meters
Remaining length = Total length - Length of cut piece
Remaining length = 154/15 meters - 12/5 meters = (154 - 36)/15 meters = 118/15 meters

Length of each part = Remaining length / 4
Length of each part = (118/15 meters) / 4 = (118/15) * (1/4) meters = 118/60 meters

Therefore, the length of each part is 118/60 meters or 1 58/60 meters.

Answer:
The length of each part is 1 58/60 meters.

Please answer sir