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You can model the population of a certain city between 1945–2000 by the radical function \[P(x)=55,000\sqrt{x-1945}\] . Using this model, in which year was the population of that city 165,000?
A.1948 B.1951 C.1954 D.1957
P(x) tells you what? It tells you the population in year X. We're looking at the population to be 165,000 in year X. P(x) = 165,000. 165,000 = 55,000sqrt(x-1945) We can divide that 55,000 out of there. 165,000 / 55,000 = sqrt(x-1945). 3 = sqrt(x-1945). How do you get rid of a square root? You simply square it! 3^3 = sqrt(x-1945)^2 9 = x-1945. Add the 1945. 9 + 1945 = x 1954 = x.
ohh! thank you!
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