When planning a garden, it is common to go for financial aspects that involve buying seeds, and other inputs. There are aspects that involve mathematics apart from this area. Using this approach, there is a guarantee that the piece of land will be used in an effective and efficient way. It starts with adequate planning so that there is nothing left to chance at any moment. A vision of what to achieve in the process will be cardinal to help you in speeding up your outcome.
Select vegetation that should mark the boundary of your field. They can be of a particular color, and from one family so that there is uniformity throughout. To spice up the edges, arrange them in smaller groups to cover a given distance. This way, the pattern will come out neatly with beauty and class. Before planting, estimate the distance to be covered during planting, and leave enough tolerance for other ideas you may wish to include. Measure the circumference of this place, and divide it by the number of plant groups you want to plant. Remember to leave a provision for an entrance or exit to the same garden so that your free movement is not restricted.
After boundaries are done, compute the total area of the field so that you know how much area you are dealing with. Then, calculate the standard size of a single ridge to accommodate the targeted plants. Take extra care when calculating the number of ridges to be accommodated by the land in the garden because there is still a need for breathing allowance. Each ridge needs to have some space for movements, and other activities around the garden. The patterns can be done such that, on one side they are closely parked, while on the other side, they remain relaxed.
At this point, you can now focus on each ridge so that you only plant what will beautify this garden. Look at the available area in each ridge, and try to draw lines that will be filled by plants or seeds you are about to sow. Make sure the planting pattern is maintained in each ridge, and there is enough room for the plants to grow. Combining rectangular and triangular patterns does the trick in adding creativity to the garden setup. This whole setup selected should fit perfectly in the field available without making it look awkward or misplaced.
Some plants produce flowers of different colors and designs which should not just be mixed randomly. Determine the number of plants you need in each set from a particular piece so that it is easier to calculate how much distance will be used. With this approach, the garden will have a beautiful blend of flowers from different colors coming to make up some attractive scenery. Try out the option of mixing different colors directly, and in an adjacent manner where the different colors are standing side by side.
Commercializing your garden comes with the requirement of putting the flowers in an arrangement that leaves room for creativity. Flower pots used can be systematically arranged to cover the available space in excellent order. If some pots are cylindrical, they should not be mixed with pots of a different shape. Prepare a particular space where such flower containers can be packed professionally while also checking on the arrangement formed. Flower carriers that can be hung should be allowed to occupy their allocated regions. With good prior thought, these can be equally spaced at predetermined distances so that the arrangement looks orderly.
Calculations required during gardening do not need specialized mathematicians with degrees in that field. If a heart for creativity comes to the forefront, then all the added aspects require just ensuring there is a place for each item. Once in a while, rotate or change the arrangement so that there is a new look, and more new flowers can fit in without too many changes. Where chances allow, leave a square in the middle of the garden which can be used for relaxation activities or camping. If space limitations are not allowed, then locate it on one side of the field. Measure out enough space for this requirement so that flowers remain intact even when the place is filled with people.