Final answer:
In this case, the mean of the sampling distribution would be 0.51.
Step-by-step explanation:
The mean of the sampling distribution, denoted by the symbol μₚ , can be found using the formula:
μₚ = p
Where p is the proportion of voters who voted for George W. Bush in the population.
In this case, p represents the proportion of voters who voted for George W. Bush on election day in 2004, which is given as 51% or 0.51.
Therefore, the mean (μ) of the sampling distribution of ₚ for random samples of 900 voters would be 0.51.
In summary, the mean of the sampling distribution of ₚ would be 0.51.