mrs brander has 30 tomato plants .she wants to plant the same number of plants in each row of her garden.explain how she could decide the number of rows to plant
Factor 30 = 3 * 2 * 5
Any combination of 2 factors could fit.
3 by 10
2 by 15
5 by 6
30*5=6 30*10=3
To decide the number of rows Mrs. Brander should plant, she needs to find a number that can divide evenly into 30 (the total number of tomato plants). Here's how she can go about it:
1. Start by listing the factors of 30: A factor is a number that can divide evenly into another number without leaving a remainder. In this case, the factors of 30 are 1, 2, 3, 5, 6, 10, 15, and 30.
2. Mrs. Brander wants to plant the same number of plants in each row, so she needs to choose a factor that is suitable for creating a balanced arrangement. For example, if she chooses a factor of 10, she can plant 10 tomato plants in each row, resulting in 3 rows: 10 plants in the first row, 10 in the second, and 10 in the third.
3. However, she might also consider other factors. For instance, if she chooses a factor of 5, she can plant 5 tomato plants in each row, which would result in 6 rows: 5 plants in each of the 6 rows.
4. Ultimately, the choice of the number of rows will depend on Mrs. Brander's specific goals or constraints. She may consider factors such as the size of her garden, the amount of space between rows, or any other considerations she may have.
Remember, the factors are not limited to the ones mentioned here, but these are the factors of 30 that will allow her to distribute the tomato plants equally across rows.