A farmer wishes to plant 6 trees in 4 rows so that each row contains 3 trees. How can this be done?

To determine how the farmer can plant 6 trees in 4 rows with each row having 3 trees, we can use a simple mathematical approach.

First, let's visualize the problem. The farmer wants to arrange 6 trees in 4 rows, and each row should have 3 trees. We can represent this visually like this:

Row 1: Tree Tree Tree
Row 2:
Row 3:
Row 4:

To solve this, we can follow these steps:

Step 1: Distribute the trees as evenly as possible among the rows. Start by filling the rows with the maximum number of trees possible, i.e., 3 trees per row until we run out of trees.

Row 1: Tree Tree Tree
Row 2: Tree Tree
Row 3: Tree
Row 4:

Step 2: After filling the rows with 3 trees each, we'll still have 6 - 3 = 3 trees remaining. Now, we need to distribute these remaining trees among the rows one by one until all the trees are planted.

Row 1: Tree Tree Tree
Row 2: Tree Tree Tree
Row 3: Tree Tree
Row 4: Tree

And that's it! By following these steps, the farmer can plant 6 trees in 4 rows, with each row having 3 trees.

Final arrangement:

Row 1: Tree Tree Tree
Row 2: Tree Tree Tree
Row 3: Tree Tree
Row 4: Tree

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