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Recall that the compound interest formula for continuous compounding is A(P, r, t) = Fe". where A is the future value of an investment of P dollars after t years at an interest late of r. (a) Calculate LA, LA, and %, all evaluated at (120, 0.3, 12). (Round your answers tcl two decimal places.) 6P Br 3A 2 _ = 1 BP X M = : 7 LA = : 6t Interpret your answers. For a $ investment at % interest invested for years and compounded continuously, the accumulated amount is increasing at a rate of $ 2 per $1 of principal, at a rate of $ per increase of 1 in r, and at a rate of $ per year. (b) What does the function LA 3P of ttell about your investment? (120. 0.3, t) AP(120, 0.3, t) tells you the rate at which the accumulated amount in an account bearing \"lo interest, compounded continuously, with a principal of $ :| , is growing per $1 in the , years after the investment