Please provide a complete and comprehensive solutions and answers. Solve for the Geometric Gradient: G= 2,000.00 pesos i= 11.50% n=15 years A= ?
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Please provide a complete and comprehensive solutions and answers. Solve for the Geometric Gradient:
G= 2,000.00 pesos
i= 11.50%
n=15 years
A= ?
Given:-
G= 2,000.00 pesos
i= 11.50%
n=15 years
Step by step
Solved in 2 steps
- I need it described algebraically and graphically, showing the connection between the two Please read the question carefully.Please answer this question asap I will rate you for sure. The per capita (per person ) income from 1980 to 2010 can be modeled by f(x)=1000(x-1980)+15,000 where x is the year. Determine the year when the per capita income was $21,000.There has been coherent effort by various national agencies to educate and encourage reduction in energy consumption among Singapore household over the years. As part of your social science school project, you have chosen to research on whether such campaign has found success among households living in 1-room and 2-room HDB flats. You have downloaded the latest town gas consumption data for further analysis.Comment on the underlying pattern in the average quarterly household town gas consumptions over 2010 Q1 – 2021 Q2. Assume that today is 1st August 2021.
- Provide a trend analysis for income taxes ratios. What does it mean when a company's income taxes ratios increase over the years?Please kindly provide the ste by step how to calculate AThe rate of U.S. per capita sales of bottled water for the period 2000–2010 can be approximated by s(t) = −0.18t2 + 3t + 15 gallons per year (0 ≤ t ≤ 10), where t is the time in years since the start of 2000.† After conducting a survey of sales in your state, you estimate that consumption in gyms accounts for a fraction f(t) = 0.2 + 0.04t of all bottled water consumed in year t. Assuming that your model is correct, estimate, to the nearest gallon, the total amount of bottled water consumed per capita in gyms from the start of 2002 to the start of 2010. HINT [Rate of consumption = s(t)f(t).] _____gal