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#1
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How can you calculate the CAGR (Compounded Annual Growth Rate)?
Say I have 2 numbers and corresponding dates as follows; 1999 - $10000 2003 - $25000 How can I determine the compounded growth from just this information? Bruce |
#2
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![]() =(25000/10000)^(1/(2003-1999))-1 =25.74% Mangesh -- mangesh_yadav ------------------------------------------------------------------------ mangesh_yadav's Profile: http://www.excelforum.com/member.php...o&userid=10470 View this thread: http://www.excelforum.com/showthread...hreadid=377010 |
#3
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It's the final number divided by the earlier number raised to the power of 1
over the number of annual periods. Subtract 1 from that result to get the CAGR. In your case, assuming that both the amounts are beginning of period, the formula would be =25000/19000^(1/4) - 1 "Bruce" wrote in message ... How can you calculate the CAGR (Compounded Annual Growth Rate)? Say I have 2 numbers and corresponding dates as follows; 1999 - $10000 2003 - $25000 How can I determine the compounded growth from just this information? Bruce |
#4
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Thanks both of you. They both work. Is there an excel function to calc
compound rates? I remember coming across this some time ago but cannot seem to find it in the help now... "Duke Carey" wrote: It's the final number divided by the earlier number raised to the power of 1 over the number of annual periods. Subtract 1 from that result to get the CAGR. In your case, assuming that both the amounts are beginning of period, the formula would be =25000/19000^(1/4) - 1 "Bruce" wrote in message ... How can you calculate the CAGR (Compounded Annual Growth Rate)? Say I have 2 numbers and corresponding dates as follows; 1999 - $10000 2003 - $25000 How can I determine the compounded growth from just this information? Bruce |
#5
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not that I know of. But RATE gives the rate for periodic payments.
Mangesh "Bruce" wrote in message ... Thanks both of you. They both work. Is there an excel function to calc compound rates? I remember coming across this some time ago but cannot seem to find it in the help now... "Duke Carey" wrote: It's the final number divided by the earlier number raised to the power of 1 over the number of annual periods. Subtract 1 from that result to get the CAGR. In your case, assuming that both the amounts are beginning of period, the formula would be =25000/19000^(1/4) - 1 "Bruce" wrote in message ... How can you calculate the CAGR (Compounded Annual Growth Rate)? Say I have 2 numbers and corresponding dates as follows; 1999 - $10000 2003 - $25000 How can I determine the compounded growth from just this information? Bruce |
#6
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Yes using RATE function you can get the CAGR as followis: -
=rate(4,0,-10000,25000) =25.74% "Mangesh Yadav" wrote in message ... not that I know of. But RATE gives the rate for periodic payments. Mangesh "Bruce" wrote in message ... Thanks both of you. They both work. Is there an excel function to calc compound rates? I remember coming across this some time ago but cannot seem to find it in the help now... "Duke Carey" wrote: It's the final number divided by the earlier number raised to the power of 1 over the number of annual periods. Subtract 1 from that result to get the CAGR. In your case, assuming that both the amounts are beginning of period, the formula would be =25000/19000^(1/4) - 1 "Bruce" wrote in message ... How can you calculate the CAGR (Compounded Annual Growth Rate)? Say I have 2 numbers and corresponding dates as follows; 1999 - $10000 2003 - $25000 How can I determine the compounded growth from just this information? Bruce |
#7
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=RATE(4,0,-10000,25000)
-- Kind Regards, Niek Otten Microsoft MVP - Excel "Mangesh Yadav" wrote in message ... not that I know of. But RATE gives the rate for periodic payments. Mangesh "Bruce" wrote in message ... Thanks both of you. They both work. Is there an excel function to calc compound rates? I remember coming across this some time ago but cannot seem to find it in the help now... "Duke Carey" wrote: It's the final number divided by the earlier number raised to the power of 1 over the number of annual periods. Subtract 1 from that result to get the CAGR. In your case, assuming that both the amounts are beginning of period, the formula would be =25000/19000^(1/4) - 1 "Bruce" wrote in message ... How can you calculate the CAGR (Compounded Annual Growth Rate)? Say I have 2 numbers and corresponding dates as follows; 1999 - $10000 2003 - $25000 How can I determine the compounded growth from just this information? Bruce |
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