The gross domestic product (GDP, in trillions of dollars) for Country A and Country B can be approximated as follows where x = 60 corresponds to the year 1960 Country A f(x) = 0.00014(1.107)* Country B g(x) =0.0183(1 835)* If the trend continues, what is the first full year in which the Country A's GDP surpasses $36 trillion? Which of the following describes how to find the first full year in which Country A's GDP surpasses $36 trillion using the given information? Select the correct choice below and fill in the answer box to complete your choice (Type an integer or a decimal.) A. To find the first full year in which Country A's GDP surpasses $36 trillion, substitute for x and evaluate to find f(x) B. To find the first full year in which Country A's GDP surpasses $36 trillion, find the intersection point of the graphs y = 0.00014(1.107)" and y = The first full year in which Country A's GDP surpasses $36 thilion in represented by the &:coordinate The first full year in which Country A's GDP surpasses $36 trillion is