The future value of an investment earning 5% compounded continuously is a function of the principal P and the length of time t that the principal has been invested. It is given by S = f(P, t) = Pe0.05t Find f(1000, 25). (Round your answer to the nearest cent.) $ Interpret your answer. If $25 was invested initially, this is the amount (in dollars) that you would need to deposit each year so that the account reaches $1000 in 5 years. O If $1000 was invested initially, this is the amount of interest (in dollars) that the account would earn over a 25-year period. O If $25 was invested initially, this is the amount (in dollars) that you would need to deposit each year so that the account earns $1000 in interest over a period of 5 years. If $1000 was invested initially, this is the amount (in dollars) that would be in the account after 25 years. . [-18 Points] DETAILS HARMATHAP12 14.1.030.NVA MY NOTES ASK YOUR TEACHER PRACTICE ANOTHER Wind and cold temperatures combine to make the air temperature feel colder than it actually is. This combination is reported as wind chill. The table shows the latest wind chill calculations from the National Weather Service and indicates that wind chill temperatures, WC, are a function of wind speed, s, and air temperature, t. If WC = f(s, t), use the table to find and interpret each of the following. Air Temperature (F) 35 25 15 5 -5 -15 -25 5 31 19 7 -5 -16 -28 -40 15 25 13 0 -13 -26 -39 -51 Wind Speed (mph) 25 23 9 -4 -17 -31 -44 -58 21 35 21 7 -7 -21 -34 -48 -62 45 19 5 -9 -23 -37 -51 -65 (a) Use the table to find f(5,-25). f(5,-25) = Interpret f(5,-25). For a wind speed of mph and air temperature of F, the wind-chill temperature is F. (b) Use the table to find f(45, 15). f(45, 15) = Interpret f(45, 15). For a wind speed of mph and air temperature of OF, the wind-chill temperature is F