The population of a community is given by the function $P(x)=93,120 \sqrt{2 x+1}$. where $x$ is time in years. What is the population after 40 years?
Final Answer: The population after 40 years is \(\boxed{838080}\).
Step 1 :Given the function for population is \(P(x)=93,120 \sqrt{2 x+1}\), where \(x\) is time in years.
Step 2 :We are asked to find the population after 40 years, so we substitute \(x\) with 40 in the function.
Step 3 :So, \(P(40)=93,120 \sqrt{2 \times 40+1}\).
Step 4 :Calculate the result to find the population after 40 years.
Step 5 :Final Answer: The population after 40 years is \(\boxed{838080}\).