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Answer :
Final answer:
The garden measures 556.5 square feet and each shrub needs 15.9 square feet of space. Dividing the total garden area by the space needed by each shrub, we find that the garden can accommodate approximately 35 shrubs.
Explanation:
The subject of this question is Mathematics, specifically, it deals with Area calculation and division principles.
First, we need to calculate the total area of the garden. Given the garden dimensions are 37.1 feet by 15 feet, the total area can be found by multiplying length times width. So, 37.1 feet * 15 feet equals 556.5 square feet.
Next, to calculate the maximum number of shrubs the garden can accommodate, we divide the total area of the garden by the recommended ground space for each shrub. So, 556.5 square feet ÷ 15.9 square feet (ground space per shrub) equals approximately 35.
Therefore, the garden can accommodate a maximum of about 35 shrubs.
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Rewritten by : Barada
the maximum number of shrubs (x) = a(area) divided by 15.9
a(area)=37.1*15
37.1*15= 556.5
556.5/15.9=x
556.5/15.9=35
35=x
a(area)=37.1*15
37.1*15= 556.5
556.5/15.9=x
556.5/15.9=35
35=x
