Question

Jenna is planting four circular gardens. She is planting one garden each for tomatoes, carrots, cabbage, and strawberries. Each garden will have a fence around it to keep rabbits out. The tomato, carrot, and cabbage gardens will all be the same size. Since Jenna loves strawberries, the strawberry garden will be larger. It will use the same amount of fencing as the other three gardens combined. She used a total of about 113.04 feet of fencing material.

Answer 1

The length of the fence for each of the tomato, carrot, and cabbage gardens is approximately 22.608 feet, and the length of the fence for the strawberry garden is approximately 67.824 feet.

Step-by-step explanation:

The dimensions of the tomato, carrot, and cabbage gardens are equal, and the strawberry garden is larger. The strawberry garden uses the same amount of fencing as the other three gardens combined. Let's assume the length of the fence for the tomato, carrot, and cabbage gardens is 'x'. So, the length of the fence for the strawberry garden is '3x'. The total length of fencing material used is approximately 113.04 feet. We can set up the equation 'x + x + x + 3x = 113.04' to find the value of 'x'. Solving this equation, we get 'x = 22.608'. Therefore, the length of the fence for each of the tomato, carrot, and cabbage gardens is approximately 22.608 feet, and the length of the fence for the strawberry garden is approximately 67.824 feet.

Answer 2

What you are asking about? I dont understant!