The dimensions of the rectangular lot are: 30m by 15m
15m square is equal to 2,250,000 cm square. Note though, that 15m square is not the same as 15 square metres.
30m
565.5m^2
As the rectangular garden is 10m wide, then two sides will require 10m of fencing. Thus 2*10 = 20m of fencing. It is also 15m long, so two sides will require 15m of fencing. Thus 2*15 = 30m of fencing. Adding up all 4 sides => 20+30 = 50m of fencing.
This is obviously a square that cannot exist in our universe, where all sides of a square ere equal....
The GCF of 12m, 15m and 30m is 3m.
The dimensions of the rectangular lot are: 30m by 15m
The GCF is: 3m
15m+3/2 = -6 30m+3 = -12 30m = -15 m = -1/2
15m x 15m = 225 square meters.
15m square is equal to 2,250,000 cm square. Note though, that 15m square is not the same as 15 square metres.
A square with a side length of 15 meters has an area of 225 square meters.
To find the area of the concrete border, we first calculate the total area of the pool including the border and then subtract the area of the pool itself. The total length of the pool with the border is 30m (25m + 2.5m on each side), and the total width is 15m (10m + 5m on each end). Therefore, the total area of the pool with the border is 30m x 15m = 450 square meters. The area of the pool itself is 25m x 10m = 250 square meters. Thus, the area of the concrete border is 450 square meters - 250 square meters = 200 square meters.
Day traders will usually use 1m, 5m, 15m or 30m time frames. Which time frame to choose is depends on the trader's character, an aggressive trader will probably use the 1m and 5m, a more serene trader will probably use the 15m or 30m.
30*1 = 30 square metres.
Let ABCD be the border of square garden of side 30m and the shaded region be the path Then AD = 30m , XP=1m, SY = 1m and XY = AD ⇒ XP + PS + SY = AD ⇒ PS = AD - XP - SY = 30m - 1m - 1m = 28m ∴ PQRS in a square of side 28m ∴ The area of path = Area of ABCD - Area of PQRS