投資資金的時間價值(編輯修改稿)
2025-01-23 19:15 本頁面
【文章內容簡介】 FVAn = R(1+i)n1 + R(1+i)n2 + ... + R(1+i)1 + R(1+i)0普通年金終值 FVA R R R0 1 2 n n+1FVAnR: 每年現(xiàn)金流年末i% . . .333 FVA3 = $1,000()2 + $1,000()1 + $1,000()0 = $1,145 + $1,070 + $1,000 = $3,215普通年金 FVA例$1,000 $1,000 $1,0000 1 2 3 4$3,215 = FVA3年末7%$1,070$1,145334FVAn = R (FVIFAi%,n) FVA3 = $1,000 (FVIFA7%,3) = $1,000 () = $3,215查表計算 III335FVADn = R(1+i)n + R(1+i)n1 + ... + R(1+i)2 + R(1+i)1 = FVAn (1+i)先付年金 FVAD R R R0 1 2 n n+1FVADnR: 每年現(xiàn)金流年初i% . . .336FVAD3 = $1,000()3 + $1,000()2 + $1,000()1 = $1,225 + $1,145 + $1,070 = $3,440先付年金 FVAD例$1,000 $1,000 $1,000 $1,0700 1 2 3 4FVAD3 = $3,440年初7%$1,225$1,145337FVADn = R (FVIFAi%,n)(1+i) FVAD3 = $1,000 (FVIFA7%,3)()= $1,000 ()() = $3,440查表計算 III338PVAn = R/(1+i)1 + R/(1+i)2 + ... + R/(1+i)n普通年金現(xiàn)值 PVA R R R0 1 2 n n+1PVAnR: 每年現(xiàn)金流年末i% . . .339 PVA3 = $1,000/()1 + $1,000/()2 + $1,000/()3 = $ + $ + $ = $2,普通年金現(xiàn)值
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