The garden is 9.5 m wide.
To find the perameter of a rectangle, add the length of the sides together.
In this case, it would be 14 m + 14 m + x + x = 47 m.
28 m + 2x = 47 m
2x = 19 m
x = 9.5
It is 60 feet.
The perimeter is 54 meters.
The perimeter of the garden is the sum of the four sides, which we can call a, b, c, and d. Since the perimeter is 288 feet, their sum should be 288 feet. Therefore, a+b+c+d = 288. Because the garden is in the shape of a square, by definition a=b=c=d, so we can give a single variable to the number: a + a + a +a = 288. Simplified, 4a = 288. Divide both sides by 4 to yield 72. Therefore, each side is 72 feet long.
14 meters
The perimeter is not sufficient information to determine the area. First of all, there is no reason to suppose that the shape is rectangular as opposed to circular or triangular or some other simple or complicated shape. Furthermore, even if it were rectangular, there are infinitely many possible answers: ranging from a nearly square area to an extremely long, very thin strip.
It is 60 feet.
The perimeter is 54 meters.
The perimeter is 54 meters.
Perimeter of a rectangle: P = 2l + 2wP = 2(8.25) + 2(6.3)P = 16.50 + 12.6P = 29.1 mArea of a rectangle: A = lwA = 8.25 ∙ 6.3A = 51.98 m2
To enclose a rectangular garden, you need to calculate the perimeter. The perimeter ( P ) is given by the formula ( P = 2 \times (length + width) ). For a garden that is 14 feet wide and 20 feet long, the calculation is ( P = 2 \times (20 + 14) = 2 \times 34 = 68 ) feet. Therefore, 68 feet of rope is needed to enclose the garden.
Perimeter: 12+25+12+25 = 74 meters
P=2l+2w, so the perimeter is 21 yards.
68m
It works out as 19 m in length and 13 m in width.
Perimeter of the rock garden is 23.8 meters, so he needs 23.8 square meters of brick for the perimeter plus 4 square meters for the 4 corners, a total of 27.8 square meters.
Perimeter = 20+20+15+15 = 70 feet
768