Calculation:

To find out how many packets are required to pack 3,49,650 chocolates, we need to divide the total number of chocolates by the number of chocolates in one packet.

Let's denote the total number of chocolates as T and the number of chocolates in one packet as C.

T = 3,49,650
C = 675

Division:

To divide T by C, we can use the following formula:

Number of packets = T / C

Substitution:

Now we can substitute the given values into the formula:

Number of packets = 3,49,650 / 675

Calculation:

Performing the division, we get:

Number of packets = 518

Answer:

Therefore, 518 packets are required to pack 3,49,650 chocolates.

Explanation:

To understand why 518 packets are required, we can break down the calculation.

- The given information tells us that there are 675 chocolates in one packet.
- We are asked to find out how many packets are required to pack 3,49,650 chocolates.
- To solve this problem, we divide the total number of chocolates by the number of chocolates in one packet.
- By performing the division, we find that 518 packets are required to pack 3,49,650 chocolates.
- This means that if we put 675 chocolates in each of the 518 packets, we will have a total of 3,49,650 chocolates packed.

Summary:

In summary, 518 packets are required to pack 3,49,650 chocolates. This calculation is based on the given information that there are 675 chocolates in one packet. By dividing the total number of chocolates by the number of chocolates in one packet, we can determine the number of packets required.

518