Alfred wants to landscape his home. The costs of all the items that he needs are shown in the table. Which of the following is the closest to the total cost of these items?

Rationale

$1,060

To determine the total cost of the landscaping items, we need to sum all the individual costs accurately, leading us to the closest total of $1,060.

A ($1,010) YOUR ANSWER

This choice is significantly lower than the actual total cost. It likely results from an underestimation of one or more item costs or an error in the addition process. Given the higher prices typically associated with landscaping materials, this figure does not reflect the realistic expenses involved.

B ($1,030) YOUR ANSWER

While this option is closer than $1,010, it still falls short of the correct total. This amount may arise from missing costs or miscalculating the addition of the landscaping items. Thus, it does not accurately represent the overall expenditure Alfred would incur.

C ($1,040) YOUR ANSWER

This choice is slightly more accurate but still does not reach the correct total. It indicates an undercalculation of the overall landscaping costs, potentially omitting certain items or misestimating their prices. Consequently, it remains inadequate for covering the total expenses.

D ($1,060) CORRECT

This option correctly represents the total cost of all landscaping items when summed properly. It accounts for each individual item's price, providing an accurate reflection of Alfred's landscaping expenses.

Conclusion

Accurate calculation of landscaping costs is essential for budgeting. By totaling the prices of all necessary items, we arrive at $1,060, confirming that this figure encompasses the complete financial requirement for Alfred's landscaping project. The other options underestimate the total, emphasizing the importance of thorough calculation in financial planning.

Alfred wants to landscape his home. The costs of all the items that he needs are shown in the table. Which of the following is the closest to the total cost of these items?

$1,060

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