You Are A Business Analyst Working For The ABC Ball Bearing

You Are A Business Analyst Working For The Abc Ball Bearing Company A

You are a Business Analyst working for the ABC Ball Bearing company. The plant manager has informed you that an empty delivery truck with the driver weighs approximately 8,500 pounds. You have just dispatched an order of 74 boxes of A1 ball bearings to a customer. The truck, loaded with the boxes, is about to cross a bridge with a weight limit of 11,500 pounds. Your task is to determine whether the truck, fully loaded with the boxes, can safely cross the bridge without exceeding its weight capacity. If the total weight exceeds the limit, you will need to contact the driver to turn back instead of proceeding over the bridge.

Paper For Above instruction

Determining whether the delivery truck can safely cross the bridge involves calculating the total weight of the truck including the loaded boxes of ball bearings and comparing it to the bridge's weight limit. This process requires an understanding of the individual weights of the boxes, the weight of the empty truck with the driver, and the total number of boxes being transported.

Data Collection and Initial Information

The empty truck and driver weigh approximately 8,500 pounds. The order consists of 74 boxes of A1 ball bearings. The weights of the boxes have been measured, but only the weights of 30 boxes from this shipment are available at this moment. To accurately assess the total load, the average weight per box needs to be determined based on the weighed boxes, and then this average can be used to estimate the total weight for all 74 boxes.

Analysis of the Weighed Boxes

Suppose the weights of the 30 weighed boxes are as follows: [Insert actual weights here]. Calculating the average weight per box involves summing the weights of these 30 boxes and dividing by 30, the number of boxes weighed. For example, if the total weight of the 30 boxes is 6000 pounds, then the average weight per box is 200 pounds.

Estimation of Total Load

Using the average weight per box, the total weight of all 74 boxes can be estimated by multiplying this average by 74. Continuing with the example, 200 pounds per box multiplied by 74 boxes results in 14,800 pounds.

Comparison with Bridge Weight Limit

The combined weight of the truck, driver, and boxes is then calculated. Using the earlier information, the truck and driver weigh 8,500 pounds, and the estimated total weight of the boxes is 14,800 pounds. Total weight = 8,500 + 14,800 = 23,300 pounds.

Decision Making

This total weight greatly exceeds the bridge's weight limit of 11,500 pounds. Therefore, the truck cannot safely cross the bridge with the full load. The driver should be contacted immediately to turn back and prevent any risk of overload and potential safety hazards.

Conclusion

The key to this decision is accurately determining the average weight per box from the sampled weights, which then allows estimating the total load. Given the hypothetical data, the load exceeds the bridge limit by a significant margin, indicating that the truck must not proceed over the bridge with the current load. To avoid such situations in future operations, precise measurement of each box's weight should be incorporated into the loading process as part of quality control and logistics planning.

References

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