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J-Des000's avatar
J-Des000
Brass Contributor
Nov 16, 2024
Solved

Calculating a YTD Balance based on end date?

Not sure if this is possible - but wanted to ask.

Need to calculate a "Year-to-date" balance of a savings account while using the TODAY() function as the start date (so it dynamically changes).

 

Ex:

Total Goal Amt: 5000

End Date: Dec 2026

Total # of Months till completion: 24 (*calculated using TODAY() function + the end date, so dynamically changes - e.g next month it will be 23 months to completion, then 22, and so on)

 

Displayed as "one value" that changes each month (breakdown shown as an example):

YTD Balance (this month): 208.33

YTD Balance (Dec 2024, next month): 384.61

and so on...

 

Thanks in advance!

  • Apologies, I figured out what I was actually looking for can be done using the PMT() function. Thanks for the suggestions though!

3 Replies

  • J-Des000's avatar
    J-Des000
    Brass Contributor

    Apologies, I figured out what I was actually looking for can be done using the PMT() function. Thanks for the suggestions though!

  • Try on below:

     

    • Calculate the Total Number of Months till Completion:
      • Cell A1: Total Goal Amount
      • Cell B1: 5000
      • Cell A2: End Date
      • Cell B2: 31-Dec-2026
      • Cell A3: Today's Date
      • Cell B3: =TODAY()
      • Cell A4: Months Remaining
      • Cell B4: =DATEDIF(B3, B2, "m")
    • Calculate the Monthly Savings Required:
      • Cell A5: Monthly Savings Required
      • Cell B5: =B1 / B4
    • Calculate the Year-to-Date Balance:
      • Cell A6: Elapsed Months
      • Cell B6: =DATEDIF(DATE(YEAR(B2), MONTH(B2), DAY(B2)), B3, "m")
      • Cell A7: Year-to-Date Balance
      • Cell B7: =B6 * B5
  • mathetes's avatar
    mathetes
    Silver Contributor

    I am not sure how you expect the first December balance to be 384.61. That would be a smaller payment than the prior month, and if payments continued to get smaller, you'd not get to the goal of $5,000.  So maybe you're doing something else. 

    When I adjusted remaining balance downward and the monthly division downward as well, the result was a consistent 208.33 monthly. See the attached.

    So help me understand what I'm missing in your explanation.

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