If real GDP grows at an annual rate of 1.19% then we can expect real GDP to double in approximately how many years? Enter a number rounded to two decimal places.

Country A produces GDP according to the following equation: GDP = 5√K. The country has a savings rate of 16.3% and 8.1% of capital depreciates every year. What is this country's steady state amount of GDP? Round your final answer to two decimal places.

The table below shows data over several years for a country's real GDP, the number of full-time employed workers (E), and the annual average number of hours worked per worker (H). a. & b. For each of the four years, compute real GDP per worker-a standard measure of labour productivity and a slightly more complex measure of labour productivity-real GDP per hour worked. (Round your answers to the nearest cent.) Year 1 5 10 15 Real GDP $525 billion $574 billion $655 billion $767 billion Full-time Employed Workers (E) 12.7 million 13.5 million 14.5 million 15.2 million Number of Hours Worked per Worker (H) 2011 1961 1937 1905 GDP E GDP EXH

If a nation's real GDP is growing by 6 percent per year, its real GDP will double in approximately ________.  Answer to 2 decimal places.