Question

o The function f()=0.04x + 500 represents the rate of flow of money in dollars per year. Assume a 10-year period at 8% compounded continuously. Find (A) the present value, and (B) The accumulated amount of money flow at 10 (A) The present value is (Do not round until the final rower. Then round to the nearest cents needed) (3) The acumulated amount of money fowat 10 is (Do not round until the final www. Then found to the nearest centreded)

Answer 1

lo Year o f (x) = 0.0 500 flua (as +500) present value ertat Plt). - fit) e CASIO 0.08t e dt وه (2 5 + Tool 10 2 25 ist +50o) e dt 15 e é est 10 25 as e e eest (s)? o. +500) (-35) ta ( 5 +500) les ate 35t 1 e 2 & t + 25025) 4 llo c (20+25035) - 35 + 25025 I q = $344 2.889 S

ért dt Accumulated ammount rt T Alta ert P(+) 0.08 x 10 e x 3492 889 e 0.8 X 394 2 889 - 7 662 29

кр 0 이에 (9-13 HP {_(S1-86) is - 1+c(S1 - x6) 9-3+1) a - [Qx-5) 2 -9x2 Ir (9-15) (1 9x I X I 16 ㅗ 649

0 이어 10 (+3)-2+ () H+32 g 431 (H+3) 2+ 0 2 3 so option (AS b correet