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List the payment dates before choosing the switch
| Pattern | Payment dates | FV date |
|---|---|---|
| END | 1,2,3,4,5 | 5 |
| BGN | 0,1,2,3,4 | 5 |
Use the same numerical inputs
Set P/Y = C/Y = 1, N = 5, I/Y = 6, PV = 0 and PMT = −1,000. The negative payments describe outflows. The positive future value balances those modeled cash flows.
Inspect the timing state, then solve
- Open the timing worksheet2ndBGN
Read whether END or BGN is selected.
- Select END when needed, return and compute2ndSET2ndQUITCPTFV
Toggle only if the current state is BGN. The END mathematical result is +5,637.09296.
- Change from END to BGN and recompute2ndBGN2ndSET2ndQUITCPTFV
The BGN mathematical result at the same time-5 date is +5,975.318538.
Check the one-period factor
Every BGN payment grows for one more interval than its END counterpart. With these inputs, the BGN future value is the END value × 1.06. This is a timing comparison under a constant-rate model, not a claim that one real financial product is better.