8 plants in 1 row = 88 plants in how many rows?
Understand the Problem
The question is asking to determine how many rows are needed if there are 88 plants, given that each row contains 8 plants. This is a straightforward proportion problem.
Answer
The number of rows needed is $11$.
Answer for screen readers
The number of rows needed is $11$.
Steps to Solve
- Set up the proportion
We want to find how many rows contain 88 plants when there are 8 plants in each row. This can be set up as a proportion: $$ \frac{8 \text{ plants}}{1 \text{ row}} = \frac{88 \text{ plants}}{x \text{ rows}} $$
- Cross-multiply to solve for ( x )
Cross-multiply to find the value of ( x ): $$ 8 \cdot x = 88 \cdot 1 $$
The equation simplifies to: $$ 8x = 88 $$
- Divide by 8
Now, we solve for ( x ) by dividing both sides by 8: $$ x = \frac{88}{8} $$
- Calculate the result
Perform the division: $$ x = 11 $$
The number of rows needed is $11$.
More Information
This means that to accommodate 88 plants, you will need 11 rows, as each row can hold 8 plants.
Tips
- Misreading the problem: Sometimes, students confuse the total number of plants with the number of rows. It's important to focus on the given number of plants per row.
- Incorrect division: Be careful with the division step; double-check your calculations to ensure accuracy.
