calculating number of plants in ladn based on distance
find how many plants require for
127feet and 123feet width land? distance between teak 6 feets as boarder,
remaining 15 feet distance for each fruite plant; fuit plants are not planted
at boarder , only teak plants will be planted at boarder of land? howmany teak
plants and howmany fruit plants?
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To calculate the
number of plants required for a land area of 127 feet width and 123 feet
length, with teak plants as the border at a distance of 6 feet and fruit plants
at a distance of 15 feet, we can follow these steps:
- Calculate the total
width and length available for planting fruit plants by subtracting the
border width from the total width and length of the land: Total width for
fruit plants = 127 feet - (2 * 6 feet) = 115 feet Total length for fruit
plants = 123 feet - (2 * 6 feet) = 111 feet
- Determine the
number of rows and columns for planting fruit plants based on the spacing
between them. In this case, the spacing is 15 feet. Number of rows = Total
length for fruit plants / Spacing = 111 feet / 15 feet = 7.4 (round up to
the nearest whole number) = 8 rows Number of columns = Total width for
fruit plants / Spacing = 115 feet / 15 feet = 7.6 (round up to the nearest
whole number) = 8 columns
- Calculate the
total number of fruit plants required by multiplying the number of rows by
the number of columns: Total number of fruit plants = Number of rows *
Number of columns = 8 rows * 8 columns = 64 fruit plants
- Calculate the
number of teak plants required for the border. As teak plants are only
planted along the border, the number of teak plants will be equal to the
perimeter of the land divided by the spacing between them. Perimeter of
the land = 2 * (127 feet + 123 feet) = 500 feet Number of teak plants =
Perimeter of the land / Spacing = 500 feet / 6 feet = 83.3 (round up to
the nearest whole number) = 84 teak plants
Therefore, you would need 84 teak
plants for the border and 64 fruit plants for the remaining area of the land