Mr.lopez is putting u a fence around his vegetable garden. The garden is shaped liked a rectangle. The longer sides are 14feet, and the shoter sides are 9 an half feet long. How much fencing should mr. Lopez buy?
perimeter= twice shorter + twice longer
To find out how much fencing Mr. Lopez should buy, we need to calculate the perimeter of the garden, which is the total length of all four sides.
Given:
Length of longer sides = 14 feet
Length of shorter sides = 9 and a half feet (or 9.5 feet)
Since the garden is rectangular, the opposite sides are equal in length.
Perimeter of the garden = 2 * (Length of longer sides + Length of shorter sides)
Perimeter of the garden = 2 * (14 feet + 9.5 feet)
Perimeter of the garden = 2 * 23.5 feet
Perimeter of the garden = 47 feet
Therefore, Mr. Lopez should buy 47 feet of fencing for his vegetable garden.
To find out how much fencing Mr. Lopez should buy, we need to calculate the perimeter of the rectangular garden. The perimeter is the sum of all the sides of the rectangle.
Let's start by calculating the total length of the longer sides. You mentioned that the longer sides are 14 feet long. Since there are two longer sides, we need to multiply the length by 2:
Total length of longer sides = 14 feet × 2 = 28 feet
Now, let's calculate the total length of the shorter sides. You mentioned that the shorter sides are 9 and a half feet long. Since there are two shorter sides, we need to multiply the length by 2:
Total length of shorter sides = 9.5 feet × 2 = 19 feet
Next, we add the lengths of the longer sides and the shorter sides to get the total perimeter:
Total perimeter = Total length of longer sides + Total length of shorter sides
= 28 feet + 19 feet
= 47 feet
So, Mr. Lopez should buy 47 feet of fencing for his vegetable garden.