A group of 120 randomly selected residents in a town were asked in a survey whether they support a proposed construction project. The results are shown in the table above. If there are 24000 residents in the town, what is the most reasonable estimate for the number of residents in the town who support the project?

This choice represents a lower estimate of supporters based on the survey data. Given the results show a higher percentage of support, estimating only 16000 supporters would not accurately reflect the proportion derived from the sample, leading to an undervaluation of support for the construction project.

While this estimate is slightly higher than 16000, it still falls short of the more reasonable calculations based on the sample proportions. Given the support indicated in the survey, this number does not sufficiently account for the likely level of support in the entire population.

This estimate aligns well with the survey results and calculations derived from them. By applying the support percentage from the sample to the total population, 17000 represents a more accurate and reasonable estimate of the residents likely to support the project.

This choice suggests an overestimation of support among the residents. The survey results do not support such a high number of supporters, thus indicating that this estimate is not reflective of the survey findings and would lead to inflated expectations regarding community support.