What will be the tension in the cord at the point labeled when four weights are tied together and hung from the ceiling?

To determine the tension in the cord when four weights are tied together and hung from a ceiling, you should consider the total weight being supported by the cord at the point where the tension is being evaluated. Assuming the scenario involves simply adding the weights without any other factors (like additional pulleys or angles), the tension in the cord will equal the total weight of the objects suspended from it.

If each individual weight contributes to the total weight and they are all acting downwards, the sum of these weights is what the tension will reflect. For this scenario, if you arrive at 60 pounds when adding the weights together, this would correctly represent the tension in the cord. Each individual weight contributes to the overall force due to gravity exerted on the cord, resulting in a combined effort that the cord must counteract to hold the weights in place.

In summary, if the calculation of the total weight tied to the cord sums to 60 pounds, this is consistent with the principles of tension in a cord supporting multiple weights, thus reinforcing the reasoning behind selecting 60 pounds as the correct answer.