{"id":12643,"date":"2023-05-05T20:45:04","date_gmt":"2023-05-05T12:45:04","guid":{"rendered":"https:\/\/bokaido.com.tw\/?p=12643"},"modified":"2024-04-23T02:06:18","modified_gmt":"2024-04-22T18:06:18","slug":"how-to-use-the-future-value-formula","status":"publish","type":"post","link":"https:\/\/bokaido.com.tw\/?p=12643","title":{"rendered":"How to Use the Future Value Formula"},"content":{"rendered":"<p><img decoding=\"async\" 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sXjcJO7zO6q40fc3Y+kDlz+w1wQOauCmGKo4tdpIJ40fG\/VlvRzVTKL+dQykcWnZSbZ7y1FdrjZypptD6tna6WWkSP\/aqul65cxqZgc5ermIqeasVcquLzgiuenrJxYbZXvVd7orRabde2VlTW1kyRQwpGx70Vz3KiJlzWpz81Qya8R\/a+bRbb1FRpvZK1f7IF4iarXXBXrBaoX+iP\/Tmx59xEavk\/0DE\/vTw+7u8Pmov8Gt19GVtlqJFd9mnc3v01W1q83QzNyyROnRcplMohx2cx8Q3FtvjxO3NlXulqx09vp5lno7PRx+BQUjlRURWRIq5ciKqd96udhV58zhwAAAATqD2WmtOXzWGobbpXTVtmuF2u9VHRUVLCmXzTSORrGp9VVANmXZy9UWo9pdF363U7YKa4WCgqIomphI2up2KjU9kzj4PsT5TajR0u3m2OlNCT1KVEmn7NR22SVvR74omsc5PZVRT6sAAAIUACAZKANbvjKj8Lir3VYq5xqmv\/APmqbIhri8bkSw8W267Faif+E1WuE93Z\/eByx2S70Zxp6carsd+03VqJnr\/BXr+79hnhMC3ZQyNZxtaQaucvt93an1+wzL+4z1ADF524kSf4ObTT93\/y27Mz\/wAnTqZQzGR24UPe0NtVUd39C7XNmfTMMK4\/zf2AYjjZc4Y5Vn4bdqJ1bhZNEWJ+PTNBCprRmyfwkypNwrbOPTP\/ANgrA1c+qUEKfuA5ZBCgCY9wACgoAgKAIUAAcDcd9gh1Lwf7rWuaFJUbp2era1Uz9+nVs7F+HRtX4OeT43eaxQ6n2j1rp6oj78dx0\/cKZW+vep3oBrEgr29x7mL5LggAAADK5wN8A3CpxIcMmm9wtYaZu6ajkmrKK51NFeZ4kfLFO9Gr4aqrG\/m1j6IYozMv2KmrUumw2stISS5lsWpUna3P6MVTTsVv4vikA+huPY18KNXlaO8a8ofTw7tA9P8APgU+druxR2Dlytv3O1vTeniLSy\/\/AE2mREoGvhxc8B+7fC3qCqqpbZVag0RI9XUGoaSBXMbHzwypRv8AEyIic8\/dXqir0TrMbUVXSUtfTS0VbTRVFPOxY5YpWI9kjFTCtc1eSoqdUU4L1dwIcImt6qWtv2xGmkqJv030ML6LPxA5iIBrogzn3DsguDutrJaqC26uoWSOVzaenvirHGir0b4jHOx9XKeP\/wB544QPTW3\/AL7b\/wD1AYOAZyE7HnhARUVWa1XHkt7bz\/0R+\/8A3oLg5\/8AuzV3\/v13\/UAwYAzNb0dkHw9ptjfJdqq66WLVNLAtTQVt4vCyUfeZz8ObvNw1jkTCv6tyi80TBhxvVorLBeK2x3FIUqrfUSU03gzMmj77HK13dexVa9Mpyc1VReqKB4YMsfAP2ZNoovyfvJvmmktZ2HUWnoqq0WdiTTNp5Z1jkbLL3mtY5zY+83H3kRXL6ZONO1Q4Pl0LrDTWt9jdm\/sOkpbQtNdFsNE50UNYyZ69+WNme5mN7ER2ML3V9AMc4OwfA9w+P394kdLaJ1Hpysq9NQVLq2\/p3ZI2JSwsV6xve3Ct77kazkqL97kZq7RwIcINkibFRbAaUcjOjqimWd3y6RzlUDXROTts+GTf\/eBzF262m1HeIJERzatlE6OmwqKqL4z8MwvdXz8jYQ0\/w1cPmlauKv09spomhqoHI6KeKyU\/iRuTza5WZRfdDkdkccTEjjY1rGphGtTCIn0Axc8JvZAz2O823XvEvdKOqdRSsqodLW93ixPe1yOalVNjD2+sbEwvm5UyhlEpaWnoqaKjpII4YIGNjijjajWsYiYRqInJERExg\/UACKCgTqAUCD6IUAQYT0BQJjBF98FC+4ET6jn5lxzGQHImS5GAMd3bV6jS37B6N002TEl31P4ytz+lHBTyKq\/DpGfiYjds7C7VW5GlNLtarlvF8oaBETqqyzsZj\/OMjHbgao+0as2r0WyTlQ2+5XORqL\/w8kMbVX\/2d34qdKeDC1flniz2io1Z3kbrG11Kp\/iahkv9wDZAaiI1GtREROSIEVQiZKie4DIAwAQcxj2HIAOYxzADmAUCcwDi3fviX2e4bdMLqbdPVcFB4iKlHb4sS1ta9E\/RhhT7zvdy4ameaoB4XGFGk3Cnu9Eqr97RV46f8UkNbc7jcXvaV7tcSLLhovSySaN0DUKsTrdTS5qrhF0\/hUyYy13VYm4bzwvfxk6cgAAAAAAAIiqqIiZVQP7hhmqZmU9PE+WWVyMYxjVc5zlXCIiJ1VVMxHZm9n3VbWMpOIDee0rFqyqhSSwWmbGbXC9q5nlb5TuauEb\/ACEVc\/eXDfb9nJ2fOkttNH2HfHdrTzbhry6RNuFupKxqOis0D2osSpGvL7QrVRyuXmzOEwqKpkF6eQFAAAAnwBQT4HwBQT4HwBTXP47o\/C4wN12d1U\/8I51wvujVNi\/4Ndrj\/Z4fGTusiLnN+e78Y2L+8D7TsqpFj43tDoiZ79Ld2\/T\/AGvnM+PmYBuy3kdHxv7f91cd+O6tX6fk6oM\/KADGr23sXe2t20n7q\/cv9YzPkmaZF\/umSoxw9tvFnZbb6bC\/c1RIzPlzpJF\/ugYdjZE4NJvH4TNn5Ed3saKtDM\/0aWNuP2YNbs2OOCCVZeEPaJ64ymk6BvL2jRP3Ac3lJhPQACgAQfUoAAAAT6FAEPHuNKyut9VQyp9yohfE76OaqL\/aeSRegGrHeKSWgu1bQzt7slNUSQvT0c1yoqfsPEPud97S2w74bhWRje62g1VdaZqeiMq5Gp+xD4YAAABk37D\/AFBJBrbdLSyuXw6y122vRM+cMsrP\/roYyDIj2J8rm8QGt4EVMP0g5yp9Kyn\/ANYGZYDCegAFAAgKAAAA6QdsFNLDwiSpFUSR+JqO3Me1kitSRv5xe65E\/STki4XzRF8jBsZyO2DpWz8IUs6tytPqS3PRcdM+I3+8YNwMqXYpa01hebnr\/Sd21ReK2yWe3UT7db6islkpaNz5ZO8sUblVkarjnjCr+JlVxkxJdiDQK7WG6F08aZEZbaCDw+5+bXMsjsq7+d93knoqmW4CIieQHwFApByAAeQ5egAc\/QAoEyUgAAZAApBzAfIx7kQvMBjz6jCegTPmMAOg5KMeQAwhdsbf\/wAq8V9LakflLNpihp8Z6K98sq\/9NDirs4LWl140NtI1arkp6+eq+nh00rs\/sPM7TLUCag41Nw3Mf3mW+ajt7fbwqSJHJ\/W7x9H2TlsW48aGm5O7lKK13OpVfTFO5qftegGeNOgQIgTAADqAGRzH0AAfUYHQAflWVlHbqSavr6qGmpqeN0s00z0YyNjUyrnOXkiImVVVPkdzt5NrtmbG7UW5+uLTp2hRFVjqydGvlVOqRxpl8i+zUVTDHx89obfuJK8SaC2wrblZduKJXMcxXLDNen5\/jZ2pzSP+bGv1dzwjQ7U8Xfa5aY0atTofhnbS6jvCd+OfUk7O\/b6Z3T+Dt\/8AKHfrLhnTHfzyxP683C1tufqWr1huBqe4X681r1fNV1syyPXK57qZ5Nank1MIickRD54AAAAAAAAADs92dvDl\/wB0VxHWe33enV+mdLd2+Xte7lJI4nJ4UH\/KS9xq\/q9\/0OsJn37Nnhpp+Hvh6ttdd7YtPq7WrIr1enSsxNE1zM09KvmiRsdlW+T3vA7XsY2NiRsajWtTCIiYREP6AAAAAAABAAKCFAGvH2iMSxcaG6TVxzu0buXvTxL+82GzXt7SKPwuNfc9vd7ua+ld+NHAv7wPP7MR\/c44NtvvY70lzTr1\/wBrankbAZr6dmi9sfHBte564Raq4N+VttUiftU2DAIuPQx3dtlF3uH3Q8\/P7msmM9udFVL\/AHTIjgx9dtXF3+GjScmV\/N63pl\/GhrUAwumxZwFypNwc7TO7uMacgb\/VVyfuNdM2IOz2lSbgw2pflVxZXM5+1RKn7gOw6fQfBQBB8FAE+B8FAE+B8FAE+B8FAE+ApT855EhhklcuEY1XL8IBrS8TVXDX8R26VZTuzHNrO8uYvqn22U41Paaquk181Pd71UKqy3CvqKqRV6q6SRzl\/ap6sAAAB3S7JPcm0aB4sqW03mqjpo9Y2iosUD3qiItQ58csTMr5udD3U9VVE8zpaeZZbxctPXihv1mq5KWvttTFV0s8bu6+KaNyOY9qp0VHIip9ANpsfBxhwybwUu\/Ww+jd1adW+LfLax1YxvSOrjVYqhnxKx6J7YOUAJ8D4KAJ8D4KAJ8D4KAOl3a5sR\/Brd1XP3b5bHJ\/zqmCgzudraxX8Gd8VFRO5ebY5f8AnsfvMEYGS\/sQ0qP9kbc1yO\/MJZaJHNz\/AC\/HdhcfTJl4MQHYjVjWbqbkUCtfmXT9LMioid1EbU458s5+\/wAueOvsZgAIAAHIDAwAAwAGUAxjoAAyAA6gAAUAD+fYe2SoT4AvyPcchn1AEX6F5ngX+4ss9juN3kVEbRUktS5V9GMV37gNbbii1H\/hdxI7o6jSTvx12r7s+J3rElVI2P8AzEadoexoti1vFfdK1WZbb9G183e9HOqaWNP2PcdHb\/XPud9uNykcrn1dXNO5VXqrnq5V\/aZIOxCsC1G5O5mqFYuKCx0VAjveedz8f\/DgZeE5Dz5F5AAOYAGN3ic7XWfZ\/dLUm1m3209NeJ9M10luqblc7i6OOSePk\/uRRtyrUdlMq9M46czgt3bZcQCzI5u1e3yRZ\/RVlarsfXx\/3HUTiwmdPxNbpTOzl2rbp1X\/APMPOKQMrGnu2\/pfyM7\/AAr2FlW7Nb91bfeUSnevv4kfean9Y4K3j7Xfia3DdLQ6Dbadv7W\/KNS3RfaaxW\/rVEqKiL7sYw6OAD3esNcax3Bvc2pdc6oul\/us\/wDGVlxq31Eqp5J3nqqoieSJyQ9ID9aOjq7hVRUNBSzVNTO9I4oYWK98jl6Na1OaqvogH5A7GXHs9+LG0bS1G8d12tq6W0UsKVUtDLI1Lmyn85nUn8Y1rU5qioj0TKq3CKp1zVMLhQAOYbHwobzXjZDUHENUacda9F2Bkbkq6\/vRPr1fI2P+DsVMvaivTL+TeSoiquUTh4AAAAAA5+4Fdjqjf3iZ0ho+WhWos9DU\/lm9KrcsZRU6o9yO9nv8OP6yIbFKJhMIiIY7Oxv2Cn0ZtRed8r7SeHX63n+yWzvJ95ttgcqK\/wBvEmR\/xG1fMyKAAAAAAAAAQoAAhQBDX37TOJIuN7ctqIvOe3u5+9vpl\/ebBJgB7UWPw+OXchuc5\/JLvxtVIv7wPUdnBK2HjZ2te5FVFuNUzl6uoqhE\/tNhTma8XZ4TeDxo7VP7uc3eRnX+dTTJ+82HQHQ6E9s7D3+FayyZx4es6JceuaWrQ77HRftj4vE4R6Z+ceFq63P+v5mpT94GEA2Fuzkl8Xgr2uXvd7u22dv0xVTcjXpNgvs1JVl4KdtlXH3aWrby9qyYDs4AgAc\/QcygCcxzKAJzHMoAg5lAEPVatqUotK3qsVceBb6iXPp3Y3L+49sfM7m2y93rbjVNn01HHJdq+zVtNQskejWunfC5rEVy8kTvKnNQNYGpXvVErvV7l\/afme\/19oTV22OsbroLXdlmtN+stQtNXUcqtc6J+EXq1Va5FRUVHIqoqKioqop6AAAAAAAzfdjlfn3PhNqLTJJ3ls+p6+Fjc\/oMeyKVE\/rPevyd6eZjP7ETUjKrbvcrSSyIr7deKKvRuejZ4Xsz+MCmTECc\/QcygCdDrvX9oHwkWvc2Tae4bvW+C8wSPp5p3wTJQxVDXYWF1UrPCR+c8+93eWFdnken43uOPSfCBZ7PRVenKrUOotTR1C0NDBUtgbDFGiIs8j1a7Cd97URqJl2HdMGv7VVM9ZVS1lTI6SWeR0j3uXKuc5cqqr5rlQNpm3XO3Xihhudpr6eto6liSQ1FPK2SORq9Fa5uUVPdDyeZrf7B8YG\/3DdVIu2muqqK1uf4k1mrVWot8q+arC5cMVeiuYrXe5lA4eu1\/wBltwm0Nh3ntkugb5L3Yn1mXVFqkkXl3vERO\/C1V\/norWp1f5gfZ9rfUJDwa3litVVmvNsYmE6fns\/uMEpm47WbWGnb5wYtuGnrxbbtQ3XUNtZTVdJUMnikTEj+9G9iqi8m+WeWTCOBkx7EKRE3D3Nj8XCrZqF3c73XE7+eMeWeufP3Muxhw7Euq7m+OvqPP8bpRsuP6NXEn98y1673J0BthZJ9R7haytGnrbTRrI+ouNWyFuE8mo5cuVeiNaiqq8kRVA+k5n5VNTTUcElVWVMcEMTVc+SR6NaxE81VeSIY0OIPtm9JWWOosfDppB9+rcqxt8vbHwUbP1o6dFSWT27ysxyyi9DHdvXxdcQ3EDK5m5e5V0rLer++y1U0n2agYvl+Yjw1yp5K7K+4Gxzab1Z7\/RNuNiutHcaR6q1s9JOyaNVRcKiOaqouFPMMW3YhanvFRbNz9ITV0j7bSTW+4QU7nZbHNIkrHuRPLvJGzPr3UMpIBEAAADIyAKQAUEyPMCgmRlAHLI+pOQ\/ACoqBR9UHLqgD6HG3Erf00rw9blajc\/uLb9KXSdFz\/KSlkwn1VcHJPL0OrvaZaoXS3BVuLNHJ3JblDR2uP1Xx6uFj0\/qK8DX6681Mt\/YgWlItEbpX3u86q626kz6+FDK7H+mMSBmZ7FWh8Dh\/1hX93H2nVLm59e5TRf6wMhqgvImeYFA9wBrWcVbXM4l90WOTCpqy6Z\/9pecVnLHFn\/4zu6n\/AKW3T\/8AkPOJwABypw18OeveJ7c6h230LA1ivxUXK4StVYLfSI5EfNJj64a3q5yonuges2O2G3M4iNc02gNr7BJcLhKniTzOy2no4coizTyYVGMTKc+qqqIiKqohm+4QOz72l4W7bBfKilg1PruWFqVV9rIUclO5f0mUjHZ8FueXe\/TcnVccjlPhx4bdteGPb6l0Ht7a2sXutkuNxlRFqrjUY5yyu+V7rU+61OSIcqgfy9jJGOje1HNciorVTKKnodUG9mTwtv3tq956zSstQlTOla3Tj3p+SY6vvK50vgonNqrz8JV8NFz93HI7YqUDrh2glppl4Kdz7fR00cMNLZGPiiiYjWsbFNE5ERE5IiI3yNeY2OeN2kSu4Rd3Yevd0lcJv+biV\/8AdNcYAAERVXCJlVAI1yplEVUQ+l210Fe90twNPbdacj79y1HcYLdT5TKNdI9G9936rUVXL7Ipni4MeEjbTajhx0vYNQaKsl2vd9t0N1v1TXW+Kd8tTUMSRYsvav3I0ckaJ+rnGVU++0jwe8M+gtxI919GbP2Kzaoga9kNZSNkjZF30w5zIEd4LHKiqneRiOwq8+YHIW3uiLLttoaw6A07D4dt0\/b4LdTJhEVWRsRqOX3XGV91U+hAAAAAAABMFIBSFAAgAFMB3aqwrFxv65eqJ+epbQ9Mf\/p1O3n\/AFTPiYHO1ng8HjU1LJ3MeNarU\/P87+Csbn\/Nx8Acd9n\/ACrDxl7UOREXN+azn+tFIn7zYmwa6XAZI6LjF2lc1EyupKdvP0VHJ+82LQB0n7X2FZeDqtk5fmdRWx65\/pPb\/eO7J017WuHxOC7UL8IvhXe1P5+X8JanL8QMEJsA9mJIj+Cjb5ET9Ftc3\/4yY1\/jPv2W0qScFWh0Ryr3Jbg3n5fwuUDtgAUCBAUACFAAhQAAAEKRzkaiqq4wBr\/dp1A2DjW3B7qfxj6F6\/VaOH\/UdWTtN2nFyt1040NeS22sgqWRLRQSPhejkSRlLGjmqqeaLyVPJTqyAAAAAAd++xn3AdpviTveh55+7Tau05M1jM8nVNNI2Vn4RrUfiZrDXF4J9fx7Z8VW2mqqmpSCkbfqehq5HLhrYKlfAeqr6Ikmfg2Osp6gAfKa23Z2v22hbUbg7iab04x+UZ+VLpDTK9U8mo9yK5fZDg7WPaTcGmildHV7xUVzlair3LRST1uV9O9GxW5+QOnvbc7dX78q7d7sxRo+ypBPp6Z\/e5xVSudPGip+uxJef\/m19jFsd+O0V7QXbjis0PZts9tdMX+lobPfmXiW43VkUX2hWU80LWsiY56on59y5cqLy6IdBwAAA8t13urralmdc6tbe2TxkpVmd4KSYVO\/3M93vYVUzjPNTxAAOQdld\/N1eHnUVfqvaTUy2S6XK3SWqon+zRT5p3vY9URsjXIjkdGxUciZTHup8\/rbcPXe5F4l1Br\/AFheNQ3GZyufU3KskqH81zhFeq91PZMIh88AAAAyzdiToTUtusW4u4ddapYLLeZaK3UNU9MNqJYPFdL3PVG+I1FVOWcp1RTKCdKuFPja4FdP7W6a2x0PuBBo+lstG2FlBqFslK9sr3K+VzppMxuV0j3uVUeqZdywnI7faa1jpLWlvbd9H6otN9oX821NtrY6mJfo+Nyp+0D24Gc9AAKT4AAAAAAA9hhPQD5AiF8+RE+pegAZGM9R0XAD5OhHbMahW28L9nsLJO668appUcmf0mRQzPVPx7q\/B335GLrtwdRJFYtqtKNk51NXc7g9ufKNkDGr\/pXAYnTNx2NtGsHClX1Sp\/unVda7P9GKBv7jCOZ1+yMofsnBpaJ8Y+2326TdPSZGf3AO5+Bjn0LkIvMAoBHORjVcq8kTIGtdxWyeLxMboyLj72rbovL\/AIy84qPt98r5FqXefXWoIHI6K4ajuNQxyebXVD1RfwPiAKxjpHIxjVc5y4RETKqpnu7M7hsrOH7h6pKzVFpjo9WazkbeLm1zE8aGFzf4NTvXqitYveVv8l0jk65MY\/ZjbAWzfXiYt8+paP7Vp\/RcC3+thcmWTysciU8bv1VlVrlTzSNU8zPg1EREROgAAdAABQOL+KWh\/KfDTutQ4ysui70iJ6r9ilX9xrTmz9uvbPy1tdrCz9zvfbrBcKbuqmc9+ne3H7TWBAH9RvWORsjcZaqKmT+QBsicJ2\/OhuIDZTTerdH3aCaogt1NS3ahR6eNQVjI0bJFI3qid5ru67o5uFQ5kNYHbbdTcTZ\/U0WsNs9X3LTt3hb3PtNFMrFexVRVY9Oj2KqJlrkVFwnIyccLHbEUFclJo\/iftbKKoVyRM1RbIF8FydEWpp25Vq+r48p+onUDKMD1Ol9WaZ1tY6XUuj7\/AEF6tVaxJKetoahs0MjfVHNVUU9qBQAAAAAAAACAUAADBV2u8KRcZNzfz\/PWC1vXP+Lc3l\/VM6pg57YmFY+L1j1dnxdKW16e35ydv90Dg\/gbldDxfbRvaiZXVVEzn6Ofhf7TY1NcLgplWHi32ie1EVV1fbGc\/wBadqfvNj4CHUTtWoPG4JdZP7iL4NZapM+n8OhTP7f2nbs6pdqPCk3A9uGvdVVjdanp7YuVNlfwVQMApnt7KiXxOCzSKd5F7lZcm\/T+FP8A9ZgSM8XZNyd\/gx04mMdy6XNv\/wAQv+sDuMQpABSACgEAoIUCHze5G4eldqNDXrcTW9zbQWSw0j6urnVFcqMb0a1E5uc5cNRE6qqIfSHHHETsnZOIfZ7UW0l+r6iggvdOjYquDm6nnY5HxSd3+U1Htaqt5ZTKZTqgY0b\/ANtxr6W7xP0zsrZae2w1L3OZWXKWSaog7j2saqtaiMd3lY9VTP6Pd88nVjiQ49eITiXnnotUalSyabkVnc0\/ZldDSJ3Vy1ZFVVfK7PPLnKmUTCJg\/DdvgI4qdn7pWUt62kvV2t9M9UZdbJTur6WZnk9Fiy5iL6PRqp6HDtRtxuFSO7lXoTUMLk5Yktk7V\/a0D55znPcrnOVXKuVVVyqqQ9wujNYIuF0peP8A2GX\/AKp4VwtF2tLmNulrq6NZEVWJUQujV2OuO8iZA8QAAAABY5HxPbLE9zHsVHNc1cKip0VFO23Fzx6bz7yalpbRpzX1ysul6WyW6F1JaKx8DauofSxyVMk7mKiud4r3sxnCIxExnKr1IAH6VFTU1crqiqqJZpXrlz5Hq5yr7qp+Zkz7I\/YTYXenR2vKzdHbG06mvFiu1IlPPcY3SsZTywuwxGKvd\/Tjeq5ReqGTuwbEbI6VYxmmtn9F2tGY7q0lhpYlTHu1iKBrUWPR+rdTqrdNaXu92VFwqUNFLPhf8hqn2tm4ZOInUErILPshrepe\/k3FjqERflWohssQwQ08TYYImRRsTutYxMNanoiJ0P7wnoBr4ad7NvjW1K+NKXYy5Ucb1TMlxr6OkRieqtklR34Jk5gsXYxcUdyhZNeNU6AtCuRFdFLcamaRvt+bgVuf8ozXlAws6p7GDiKslgq7tY9daLvlZSwumbb4pqiCSdWpnuRvkjRneXoneVqeqodAqulqKGrmoauJY56eR0UrF6te1cKnwqG0vd5m01qrKhy4bFTyPX6I1VNW+81C1l4rqtVys9TLIq\/0nKv7wO2HD\/2YHETxBaAodzLRX6X07ZLqiyW515rJUmq4kVU8VrIYpO61VRUTvq1VxlExhV97rnsheL7SjWyaft2l9YMVMqlpvDYnt+qVbYU\/BVMt\/CBZ\/wAg8Lm1tsRvd8LS1veqY83wtf8A3jmADXH1XwQcWminq2\/7CasaiJlX0lKlZH\/XgV7f2nC1dQ1trrZ7bcqSalq6WR0M8EzFZJFI1cOa5q80VFRUVF6G1BhPQ9NcdE6NvD5ZLvpKzVzp\/wCNdU0EUqyf0u81c\/IGrieysWpdR6XrW3LTN\/uVpq2foz0NVJBIn+UxUU2NbxwecK19fJJc+HnQD5Jebnx2CmicvyxqKcY6p7MjgpvLZ66o2p\/JbUa571t9zqYGsREyqo1HqifgBiI0Nx+cX23vcbYt8b9URMVPzN0WO4MX2\/hDXr+07TbNdtHudQXagtm92grHebU+VkdTcbNG+lrI2KuFk8Nz3RSKnXuojM+xj73Kj0VDuFqSHbdte3Ssd0qW2ZK9yOqPsaSOSLxFTq7u4yfN9ANp+319LdbfTXOhmSWmrIWTwyJ0cxzUc1flFQ8g464cqqrrtgduauver6iXS9sdI53NVd9mZzORQBSfUAAgAFJy9gUD+clwQoBAOfUnwBTDD21Opn3DiJ0lpZkmYbNpKOdW5\/RlqKqfvf5kURmeMC3atXxb1xoaqiR\/ebbKC3ULfbu07Xqn4vUDqCZ9eyxovsvA7oCXGPtU13n\/AP8AJ1Lf7hgKNhfs57f+S+Craym7uO\/bJ6jH+Nq55P74HY\/ClRMeZM+w8wKeq1bcks2lbzd3c0obfUVK55foRud+49qfObkUU9z281RbaVqumq7LWwRoiZVXugeiJ+Kgavs0sk8r55XK58jle5V6qqrlVP5AAzBdiXt\/T2\/anX+5skf8Jvd9hs8aqnNIaSBJFx9XVS5\/oIZJTG\/2LW7OnbltLqrZhzkiv1jvD741jl\/3RR1EcUfeb7sfEqO9Eez1MkADoAg+AHuEQAD8a2COqo56aZvejljcxyL5oqYVDViqoH0tTLTSfpxPcx31RcKbUT+bHJ7Grtr2jW3651FQKmPs12q4cendmcn7gPRAAAAAOWthuKjfHhtucldtVraqoKWocjqq2Tok9DU483wvy3vfrNw7HLODIZst21dhq4obXvztlUW+oTDXXbT0njQuX1dTSqjmf5L3\/RDEyf1HFJK9I4o3Pc7kjWplVA2UNmOKbYTiApEm2s3JtN2qkb3pLc6TwK6L+lTyYkx+siK30U5VNeDh54NuK\/dLVFpuu3OhdQ6dhZURyxakr4pbdTUyI5PzrJnIivx1xH3l5Gwhp+iuFusVut92uK19dTUsUNTVq3urUStYiOkx5d5UVce4HsAAAAAAAAQoAAwj9sxD4fFhapO6iJJougXl5qlVVoZuDCx20Nuqv+6a05XspJlil0ZSN8VGKrVc2sq+WemUyn4gdZOC\/wD8bTaH\/wBMrV\/\/ACWGyEa4PBXBLLxb7RMjYquTWFseqezZ2qv7EU2PQKdXe01i8bgi3KbhVxBb3cva4U6\/uO0J1p7SOPxOCnc5q55UFM7l7VkKga9xnY7I2RH8GtnRM\/cvdzbz\/wAcYJzOd2QUvicHlGzvZ8PUNzbj0+8xf3gd2iAABlCk5gBkAB+IAUBkZB1445eKek4UdlanV9JFDU6mu8q2zT1LKneY6qVquWV6ebI2orlTzXut\/lAc26n1ro3RVKyu1lqyzWKme7utmudfFSxuX0R0jkRVOItw+N3hI25oY6\/Um9+kqvxZEibBaqxlznz6rHTd9zW\/rKiJ75NfPXu5OvNz79Vam3A1Zc77cauZ88k1bUukw5y8+61VwxPJEaiIiIiIh82BmU4g+172d0DWzWDZbRjNfVngskZdZJUpbc1XtRyIn3VlkVucOarWYVMZMYXETxNbqcTuq4dU7l3Onc2hY+K326ih8Gkoo3KiuSNmV5rhuXKquXupleSY4oAAAAAAAHXkgOV+FHbmTdfiO290IlF9rhuF9pn1USty11NE7xZu97eHG\/PsBmd7M3h\/k2K4abXUXuzyUGptZOS+XVsq\/nGtemKaNU\/k92LuqreqOe7PPkds8ka1GtRrURERMIiFAAFAn4gpFVPMD5rc25JZ9t9V3dy4ShsldUqv9CB7v3Gr6qqqqq81U2H+Ove3Qu0\/DfuBRX3Vlsob9ftNXC2Wa3yVTEqqqoqIXQtWOLPecjVk7yqiYRE5mvABnt4KuNrY3eGzaM2P0fX3NNVWnSdO6qp6ihdFC11LFFHKxsmcOXK95MclRF+h27MGnY+2qsuHGBFW0zHLFbNNXKpqFTojHeFEmf8AKlaZywAIAKfnPDHUQyU8re8yVqsci+aKmFQ\/sAa3HFjsLfuHPfTU23V3ppkoo6ySqs9U9uG1dvkeqwyIvRV7v3XY6Oa5PI8Dhq2E1LxKbwWTajTNRFSyXF7pqusl5tpaSPnNLj+UqN6N81VEymcmwzuxsPs\/vnbYLTuzt9adSU9K5X061cSpLAq9fDlYqPZnzRHIi+Z+e1nD\/stslRLQ7V7b2TTrXK5XS01P3p35696Z\/ekd9FdgD63S2nqDSWmrTpa1o5KOz0UFBT97r4cTEY3PvhqHtAUCFAAEBQAAAiZUfUZ8iYUC\/A6hABM8lNdDjr1E3VHF9utco5O+yLUdRQtVFymKfEHL5jU2MF5ocTXHhN4Z7tc6u93XYrRVZX3Cd9TVVE9nhkkmle5XPe5VbzcrlVVX1UDWxNkTg4s7rDwp7T2yRncfHpG2Pe30c+Br1\/a5T2NJws8NVC9JKXYHb5rmrlFXTlI7H4xqcmUtLT0NNFR0dNFBBAxscUUTEayNiJhGtanJEROSIgH7ZQZQnNCpnzAIR7GvYsb0RWuTCp6oUAYMuMrs2t5dodbXjVe2elq3V2hbhUS1tNJa4VmqbcxzlcsM0LfvYbnCPaitVMZwuUOlNRTVFJO+lq4JIZonK18cjVa5jk6oqLzRTajVD5277cbfagrVud+0Jp65VjsZqKu2QTSLjp95zVUDDN2Q+hdzqnieoNd2Wx3FmkaK2V9NerisTm0z2vhckUSPVO65\/jeE7uplURqqZuz8KKhorbSx0VvpIaWnhajY4YY0YxiJ5I1MIiH7gMjJSAMoUEyAXoa827\/CVxIXLeLW8th2P1nW0UuorhJTVEVomWOWN1Q9Wva7u4VFRUVFQ2GRhAMPfZp8E+5tl3+l1fvxsxXW+wWuyVLqRt9t7XQTVkjmMYncflFVGLI7pywhlmptv9B0bPDpNFWGBicu7HboWp+CNPfAD5u47Z7cXePwrroDTlYz+bPa4JE\/a0+fk4c9gJXK+TZTQ7nL5\/kGm\/6hyIFA+BpeH3Ymicj6TZrRUTk6K2xUyL\/0D6a0aL0fp9UWxaUs9uVvRaShihx\/Vah7gAEREKQoAAAACZQCgEAoBFAp\/EkMUzFjlja9q9WuTKL8H9gD18Wn7FBO2qgstBHMxctkZTsRyL6oqJk9gAAOuXaIx+LwYbpNzjFpY78KiJf3HYzzODOOLT961Vwm7m6f07a6q5XKtsj2U1JSwullmf32KjWsbzVeXkBrlmcTsd5VfwjKxcfm9T3FvL+jEv7zEXHwt8SMufD2I127HXFhqf8AqGYrsodCa3264ZavT2vtI3bTty\/wmrZ20lypX08ronRQd16NeiL3VVFTPsoHc4AATmOYCgAAAAAA6rdobwj3Piv2lpaPS10dT6p0nLPcbPTPe1tPXPexEfBIqp91zka1GuyiIvXkqqnakoGsJr7aTc7ay4Otm4ugb7p2dHK1EuFDJC1+P5rlTuuT3RVQ+SNqKppKWthdBWU0U8T0w5kjEc1fqi8ji3UHCdwzapqJau+7D6HqZ5lV0kqWWCN73L1VXMaiqvuBrXg2D7x2bnBfep1qJ9kbbTuXqlJWVMDfwZIiHq4+y84J43q9NoVdnydea5U\/DxQMAhydtxwx8QO7ccdTt5tFqa80sy4ZVxUL2Uy\/8s\/DMfJnz0Bwb8L+2MsdTpDZLS1PVQqjo6qpom1c7HJ5pJN3nIvuinMrGMjajI2o1rUwiImERAMDVu7J\/jRrrZNcZ9C2ehfFEsjaWovlN40qome41GOc3vL0+8qJ7nztt7NDjXuj+7FsnVwJnCuqbnRQon9aVDYJAGEfQnY38Ueo52O1hd9IaSpf98WevfWTon6rIGOYq\/WRDIXwb9nxtpwlyz6pZc5tUa0rIFp33ephSJlLCuO9HTxoq9xHYTvOVVcuMZRMova0gDn5DmAAGQUCHyG8V7vGmtpNa6j08qpdbVp641tCqNyv2iKmkfHy8\/vNQ+wPxq6Snr6Wahq4mywVEbopWOTKOY5MKi+yoqgat+o9S6g1feqvUWqbzWXW6V0iy1NXVzOllleq5VVc5cnrTtDxj8Ee5+wG7l2t+n9H3i9aPuVRJWWO40NDJOxKd7lVsEisRe7JHnuqi4zhHJyU4\/01wecUOr7PPqCwbF6uqLfTsWR0z7e6HvIn8xJO6r19moqr5IB3Z7EPSnjay3M1w+HP2W2UVqjfjp4srpHJn\/kWfgZbjqt2auzt62X4XbRp\/V2hazS+p66vra68QVqM8eaR0qtikXuqqtTwWxIjXc0wvLmdqQAAAE9gnMAP+3UFJjkABT+Wva7PdXoqp8gf0CFAnMDl+AAdBzA5eoE+oynoM+ox0AqDmBy8gA5DyIiKA5ZLy9SYVRhQL+0ZGFJhQKAmPIcugAfA5YHLzAfA5jCDkAyvoOfoAA5+g+AOicgKQoAAAAAAAIAKAABCgAAAAAAAEApCgAAABMFAEwnoMIUAAABCggAAAUgKAIUAQoAAAAAQoAAACFAAAAQFIBQABFai9URfgYT0QoAmCkKABCgAQAUhQAIUACDkUCfAAAZGfdAM+wDGCAvT5AdRz6KoHwA6eYHwMc+oDPPAyhMe4wBc+gzzwPInuBenmAAHkPqCgQcykyAH4FIAACAUAAAAAAIBQAAAAAAAAAAAAAE5lAAACAoAAEAoIUAAAIMAAAUAQoAE6FAAEKABCgAAQAUhQBAUCdQAAx5goAAACdAUACFAEBQAIUgAoIBSdQUCDmUAQfQFAifUpCgRE9CKVPXAUCIXmPPAyA+CZyUATPuMqVB1AmfVQilwMAMgAByHyCgQfIKBPkAoEAGOeQKCc\/UAUAnP1AoAAAAAAAAAAAg5gUE5jn6gUg5gCgnMoEHmCgTl1KRFT1HuAygyM+4zgBlOgUoAg6lAAhQAAAAAAQFAE5AAByCqOQ5dQGU9RkfIVcAMoCgCFAAEKAAAAAACKUACZHkOYUBy6AZT1CfUBn3HkCgQAACkKBAAAKQoE5dByImPUv0UByA+RgB7jIwPMCZCZ9i\/I5ewEyUIPPoA+oHMAMgdeijIAAABkpOQAZAAoIUAAQCgAACFAAhQAAAAAACACggAoIUCcxz9gPkAuR8Dl9QA+g5+gHwA5jn7AoE5+w5+xQBOefIc\/YoAnP2HP2KAJz9hz9igCc\/YcygCcwUnyA55H1AAcxzCfQfADmOfsCgTn7Dn7FAE5+Y5+xQBOfsOfsUATn7DmUATn5jmAA5jmB8gPqBgfAABMegAAfQfUACkAAACgEynqA+hMJ6D6gC\/AwpPgvMAT6l5DkBBjBeQygE+gTmXkOQDy5D5AAADmAQpBzAAAAEBQJgpOQApAAAAAfIKAAAAAEAoBOQApByApAAAAwAHyoHIB7D5HJRyAAcgA+R8hAA+R8lIA+R8lAE+R8lAE+R8lAE+R+IHIAAOQADkOSgOoCewUB8j5AAfI+SkAfI+SgCfI+SgCD5KAJ8gKAAx9RlByAe6AAAPgAAUnwAKCDIFBB5gUEGQJn2GfYJ5AAilyihOqhOvwAIpVCdVAn4D3wVOhEVeYD4CdehWkRVAoHmUCeYHqUCD6FAAn1KAICgAAAJgoAAhQAAAAAAQoAAhQAIUAQoAAmCkXoAGECdAvQACk8wAKAIMf9slAEwCkAAeZQICgAQoAgwUi+QAcikXqgAFJ5gAUAQFAEBSIAKAAIUACFAEAHmgAcvUpPP4AAoAgClAEKABCkUAoC9AgDPMpPMoH\/\/Z\" width=\"459px\" alt=\"how to calculate fv\"\/><\/p>\n<p><p>To learn more about or do calculations on present value instead, feel free to pop on over to our Present Value Calculator. For a brief, educational introduction to finance and the time value of money, please visit our Finance Calculator. Suppose a corporate bond has a present value (PV) of $1,000 with a stated annual interest rate of 5.0%, which compounds on a semi-annual basis.<\/p>\n<\/p>\n<p><h2>Future Value Calculator (FV)<\/h2>\n<\/p>\n<ol>\n<li>Should you wish to have a visual breakdown of deposits and interest over time, give our compound interest calculator a try.<\/li>\n<li>In conclusion, the future value calculator helps you make smart financial decisions.<\/li>\n<li>We have prepared a few examples to help you find answers to these questions.<\/li>\n<li>Investors and financial planners use it to estimate how much an investment today will be worth in the future.<\/li>\n<\/ol>\n<p><p>The investment could be a deposit in a savings account, a business project, stock market portfolio, investment fund, etc. You have $15,000 savings and will start to save $100 per month in an account that yields 1.5% per year compounded monthly. You want to know the value of your investment in 10 years or, the future value of your savings account. When you enter an annual interest rate it calculates the future value of annuity, but it can be used for monthly, daily, quarterly, etc. cash flows.<\/p>\n<\/p>\n<p><h2>Compounded Annual Interest<\/h2>\n<\/p>\n<p><p>If we assume that the term length is 8 years \u2013 the following are the inputs to calculate the future value of the bond investment. The more compounding periods there are, the greater the future value (FV) \u2013 all else being equal. The \u201ctime value of money\u201d states that a dollar today is worth more than a dollar tomorrow, so future cash flows must be discounted back to the present date to be comparable to present values. The calculated <a href=\"https:\/\/www.quick-bookkeeping.net\/what-s-the-difference-between-a-credit-memo-credit\/\">https:\/\/www.quick-bookkeeping.net\/what-s-the-difference-between-a-credit-memo-credit\/<\/a> future value is a function of the interest rate assumption \u2013 i.e. the rate of return earned on the original amount of capital invested, or the present value (PV). The taxpayer can calculate the future value of their obligation assuming a 5% penalty  imposed on the $500 tax obligation for one month. In other words, the $500 tax obligation has a future value of $525 when factoring in the liability growth due to the 5% penalty.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"454px\" alt=\"how to calculate fv\"\/><\/p>\n<p><h2>Why you need to calculate future value?<\/h2>\n<\/p>\n<p><p>The future value formula could be reversed to determine how much something in the future is worth today. In other words, assuming the same investment assumptions, $1,050 has the present value of $1,000 today. Now that you know how to compute the future value, you can try to make your calculations faster and simpler with our future value calculator. This calculator is a tool for everyone who wants to make smart and quick investment calculations.<\/p>\n<\/p>\n<p><h2>Future Value of a Present Sum Calculator<\/h2>\n<\/p>\n<p><p>Remember that you can always check your results with our future value calculator \u2013 it works in each direction, depending on the values you provide. Usually, the period will be one year, as interest rates are often calculated annually. An investment is made with deposits of $100 per month (made at the end of each month) at an interest rate of 5%, compounded monthly (so, 12 compounds per period).<\/p>\n<\/p>\n<p><p>In conclusion, the future value calculator helps you make smart financial decisions. With the mobile version of our application, you can also use our FV calculator wherever and whenever you want. Have you noticed that this value is higher (by $2.44) than previously and the only thing that has changed is the compounding <a href=\"https:\/\/www.quick-bookkeeping.net\/the-issuance-of-common-stock\/\">the issuance of common stock<\/a> frequency? You can say then that the more frequent the compounding, the higher the future value of the investment. From abacus to iPhones, learn how calculators developed over time. Should you wish to have a visual breakdown of deposits and interest over time,  give our compound interest calculator a try.<\/p>\n<\/p>\n<p><p>The question that appears here is how to actually calculate this future value of one hundred dollars. Future value calculator is a smart tool that allows you to quickly compute the value of any investment at a specific moment in the future. You need to know how to calculate the future value of money when making any kind of investment to make <a href=\"https:\/\/www.quick-bookkeeping.net\/\">https:\/\/www.quick-bookkeeping.net\/<\/a> the right financial decision. Usually, you&#8217;ll use the future value formula when you want to know how much an investment will be worth. An individual decides to invest $10,000 per year (deposited at the end of each year) at an interest rate of 6%, compounded annually. The value of the investment after 5 years can be calculated as follows&#8230;<\/p>\n<\/p>\n<p><p>However, if the interest compounds semi-annually, the investment is worth $110.25 instead. Using the above example, the same $1,000 invested for five years in a savings account with a 10% compounding interest rate would have an FV of $1,000 \u00d7 [(1 + 0.10)5], or $1,610.51. <a href=\"https:\/\/www.quick-bookkeeping.net\/how-to-get-an-ein-business-tax-identification\/\">how to get an ein business tax identification number<\/a> It&#8217;s important to know how to calculate future value if you&#8217;re a business owner or, indeed, any owner of appreciable assets. Once you know how valuable your assets currently are, it&#8217;s important to know how valuable they will be at any given point in the future.<\/p>\n<\/p>\n<p><p>Future value (FV) is the value of a current asset at a future date based on an assumed growth rate. Investors and financial planners use it to estimate how much an investment today will be worth in the future. External factors such as inflation can adversely affect an asset&#8217;s future value. The example below shows how to use the function for personal finances. Our goal is to add $2,000 for the next 12 months into the account.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>To learn more about or do calculations on present value instead, feel free to pop on over to our Present Value Calculator. For a brief, educational introduction to finance and the time value of money, please visit our Finance Calculator. Suppose a corporate bond has a present value (PV) of $1,000 with a stated annual [&hellip;]<\/p>\n","protected":false},"author":123457,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[755],"tags":[],"class_list":["post-12643","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=\/wp\/v2\/posts\/12643","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=\/wp\/v2\/users\/123457"}],"replies":[{"embeddable":true,"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=12643"}],"version-history":[{"count":0,"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=\/wp\/v2\/posts\/12643\/revisions"}],"wp:attachment":[{"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=12643"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=12643"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/bokaido.com.tw\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=12643"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}