Divide 64 bundles of newspapers into two groups so the ratio is 3 to 5.

since 3:5 indicates 8 parts, and 64/8=8, then the division is

3*8 : 5*8 = 24:40

To divide 64 bundles of newspapers into two groups with a ratio of 3 to 5, we can follow these steps:

Step 1: Find the total ratio unit
The total ratio is obtained by adding the ratio values. In this case, the ratio is 3:5, so the total ratio unit is 3+5 = 8.

Step 2: Determine the size of each ratio unit
To find the size of each ratio unit, divide the total number of bundles (64) by the total ratio units (8): 64/8 = 8 bundles per ratio unit.

Step 3: Allocate bundles based on the ratio
To distribute the bundles into two groups based on the ratio, multiply the size of each ratio unit by the corresponding ratio values:

Group 1 (Ratio 3): 3 ratio units * 8 bundles per ratio unit = 24 bundles.
Group 2 (Ratio 5): 5 ratio units * 8 bundles per ratio unit = 40 bundles.

Therefore, you should divide 64 bundles of newspapers into two groups, with 24 bundles in Group 1 and 40 bundles in Group 2, to maintain a ratio of 3:5.

To divide 64 bundles of newspapers into two groups with a ratio of 3 to 5, we need to determine the number of bundles in each group.

Step 1: Add the parts of the ratio.
In a ratio of 3 to 5, there are a total of 3 + 5 = 8 parts.

Step 2: Divide the total number of bundles by the total parts of the ratio.
64 bundles divided by 8 parts equals 8 bundles per part.

Step 3: Multiply the parts of the ratio by the bundles per part.
To find the number of bundles in each group, multiply 3 parts by 8 bundles per part, which gives us 24 bundles in the first group. Similarly, multiply 5 parts by 8 bundles per part, which gives us 40 bundles in the second group.

Therefore, to divide 64 bundles of newspapers into two groups with a ratio of 3 to 5, we need 24 bundles in the first group and 40 bundles in the second group.

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