Final answer:
The truckload of cement weighs approximately 0.857 times the weight of the driver. This calculation assumes there are no mistakes in the weights provided, where a truckload of cement is 3 tons (6,000 pounds) and the driver weighs 3.5 tons (7,000 pounds). This result suggests the driver is actually heavier than the cement load, which is an unusual and non-typical situation.
Step-by-step explanation:
To figure out how many times heavier the truckload of cement is compared to the driver, we need to convert both weights to the same unit, such as pounds, and then divide the weight of the cement by the weight of the driver. Assuming there are no typographical errors in your question, and taking into account the typical conversion rate where 1 ton equals 2,000 pounds, we can proceed.
A truckload of cement that weighs 3 tons would be 6,000 pounds (because 3 tons * 2,000 pounds/ton = 6,000 pounds).
The driver weighs 3.5 tons, which is 7,000 pounds (because 3.5 tons * 2,000 pounds/ton = 7,000 pounds).
Please note that the driver's weight seems unusually high, as 3.5 tons is an extraordinarily large weight for an individual. For the sake of the problem, we'll proceed with the calculation using the provided numbers.
Now, you would divide the weight of the cement by the weight of the driver:
6,000 pounds / 7,000 pounds = 0.857
Therefore, the truckload of cement weighs approximately 0.857 times the weight of the driver, which means the driver is actually heavier than the load of cement. This result is quite unusual and would typically be not the case in real-world scenarios.