5. Ten people are hired to plant 120 trees in a park. On the day when the trees must be planted, only seven people show up to work. Ho many trees must each person plant?

Question

UpStudy AI · Accepted Answer

To solve the problem, we need to determine how many trees each of the seven people who showed up must plant.

1. **Identify the total number of trees**: There are 120 trees to be planted.
2. **Identify the number of people who showed up**: Only 7 people are available to plant the trees.

Now, we can calculate how many trees each person must plant by dividing the total number of trees by the number of people who showed up:

$$
\text{Trees per person} = \frac{\text{Total trees}}{\text{Number of people}} = \frac{120}{7}
$$

Now, let's perform the calculation.

$$
\text{Trees per person} = \frac{120}{7} \approx 17.14
$$

Since each person cannot plant a fraction of a tree, we can conclude that each of the 7 people must plant approximately 17 trees, and there will be some trees left over.

To find out how many trees will be left over, we can calculate:

$$
\text{Total trees planted} = 7 \times 17 = 119
$$
$$
\text{Trees left over} = 120 - 119 = 1
$$

Thus, each of the 7 people must plant 17 trees, and there will be 1 tree left unplanted.

In summary, each person must plant 17 trees.
Each person must plant 17 trees.

5. Ten people are hired to plant 120 trees in a park. On the day when the trees must be planted, only seven people show up to work. Ho many trees must each person plant?

Upstudy AI Solution

Answer

Solution

Beyond the Answer

Related Questions

Latest Arithmetic Questions