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#1
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Calculate percentage of fund growth in past yeras; also percentage
relationship of 1 # to another |
#2
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A1 contains 50
B1 contains 25 In C1 enter =A1/B1 and format as "percent" to get 50% in C1 Gord Dibben Excel MVP On Sat, 13 Nov 2004 10:51:02 -0800, MayBee wrote: Calculate percentage of fund growth in past yeras; also percentage relationship of 1 # to another |
#3
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Hi Maybee,
Persent change is measured from one point "A" to another point "B." The denominator is the point you are changing from, which in this case is "A." The difference between A and B is the numerator. A= 25 B=50. B-A, the differance is 25, which is the numerator and changing from A to B make sthe formula 25/25, which eqals 1 or 100%. To go from 8 to 10 is a 25% change. 10-8=2 and 2/8=.25. To reverse this ie. to go from 10 to 8 is a 20% change. 10-8=2 and 2/10=.2. Thanks, David "MayBee" wrote: Calculate percentage of fund growth in past yeras; also percentage relationship of 1 # to another |
#4
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Gord Dibben <gorddibbATshawDOTca wrote:
A1 contains 50 B1 contains 25 In C1 enter =A1/B1 and format as "percent" to get 50% in C1 Gee, I hope not. A1/B1 = 2 = 200%. Just tried it. Thankfully, this is human error. Excel does it right. The correct formula is =(A1-B1)/B1 to determine how A1 has grown compared to B1 (i.e, "A1 is x% more [or less] than B1"). The formula is =(B1-A1)/A1 to determine how B1 has grown compared to A1. But that is the answer to the second question, not the first question. MayBee wrote: Calculate percentage of fund growth in past yeras; also percentage relationship of 1 # to another |
#5
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MayBee wrote:
Calculate percentage of fund growth in past yeras That depends on whether you want the total growth, the average rate, or the annual rate. Suppose you invested $10,000 5 years ago, and the investment is now worth $12,500. The total growth rate is 25%: (12500 - 10000) / 10000. That is the answer to your second question. (Note: This presumes that neither number is negative or zero.) The average rate is 5%, the total growth divided the number of periods: (12500 - 10000) / 10000 / 5. The annual rate is 4.56%: =RATE(5,0,-10000,12500). This is the "interest" rate at which $10,000 would grow to $12,500 when compounded each year (or whatever period). Be sure to format the cell as Percentage with 2 decimal places. Also, note the sign of the PV (-10000)and the FV (12500). Normally, what you pay is negative, and what you get (gross) is positive or negative, depending on whether it is a gain or loss, respectively. That is the simple case of a single payment of principal and a single payment of proceeds. You can also use the RATE function if you made payments of a fixed amount of principal in each period. You need to use the IRR function if you have varying cash flows. |
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