the logistic equation y=9200/(1+8.03x^-0.121t) models the gross domestic product (GDP) of the united states from 1970 through 1992, where t is the number of years after 1970 and y is in billions of dollars. at what value of t is the growth in GDP increasing most rapidly in what year?

You are employed by the state bureau of economic development. There is a demand for a leading economic index to review past economic activity and to forecast future economic trends in the state. You decide that several key factors should be included in the index: number of new businesses started during the year, number of business failures, state income tax receipts, college enrollment, and the state sales tax receipts. Here are the data for 2000 and 2018. New businesses Business failures State income tax receipts ($ millions) College student enrollment State sales tax ($ millions) Click here for the Excel Data File Leading economic indicator The weights you assign are: new businesses 17%, business failures 10%, income tax 34%, enrollment 14% and sales tax 25%. b. Compute the leading economic indicator for 2018. (Round your answer to 2 decimal places.) 2000 1,125 592 196.2 242,159 46.1 Economic activity has 2018 1,059 286 178.8 291,079 66.7 c. Interpret the indexes. (Round your answer…

Calculate GDP deflator from the following table: Year Nominal GDP Real GDP 2000 8952 8952 2001 9200 9050 2002 10,000 9500 2003 10,030 9330 2004 11,100 10,000

Provide a brief and seperate explanation of the trends shown in the graphs attached.