Respuesta :
Answer:
The number of bulbs planted in the garden having side length of 8 feet is 320 .
Step-by-step explanation:
Given as :
The side length of square shaped garden = x ft
The number of tulip bulbs Cindy's will plant at per square foot = n = 5
Let The number of bulb to be panted for side length of garden = L = 8 feet
Now, According to question
Since the garden is of square shaped ,
So, The area of garden = area of square = side²
I,e The area of garden = x × x ft²
Now, if the side length = L = 8 feet
So, The area of garden = L × L ft²
I.e The area of garden = 8 × 8 ft² = 64 square feet
Now, Again
∵ For the area of 1 square feet , the number of bulbs planted = 5
∴ For the area of 64 square feet , the number of bulbs planted = 5 × 64
I.e For the area of 64 square feet , the number of bulbs planted = 320
Hence The number of bulbs planted in the garden having side length of 8 feet is 320 . Answer
You can use the area of rectangle to get to the solution.
If the garden has a side of length of 8 feet, then Cindy will plant total 320 tulip bulbs.
Given that:
- Cindy will plant total 5 tulip bulbs per square foot.
- Her garden is of square shape.
Explanation and calculations:
If the length of the garden is 8 feet, then its area can be calculated as:
[tex]\text{Area of square of side a} = a^2\\\text{Area of square of side 8 feet} = 8^2 \rm foot^2 = 64 \: \: \rm foot^2[/tex]
Since per square foot, she plants 5 tulip bulbs, thus on 64 square foot garden she will plant:
[tex]64 \times 5 = 320[/tex] tulip bulbs.
Thus, If the garden has a side of length of 8 feet, then Cindy will plant total 320 tulip bulbs.
Learn more about topics related to distribution of objects here:
https://brainly.com/question/498724
