How to Dollarfr Function in Excel

Learn multiple Excel methods to convert decimal dollar values into fractional prices with step-by-step examples and practical applications.

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11 min read • Last updated: 7/2/2025

How to Dollarfr Function in Excel

Why This Task Matters in Excel

Financial professionals often quote security prices in fractional form, especially in fixed-income markets such as US Treasury bonds, municipal bonds, and certain futures contracts. While equity markets mostly use decimals, bond traders still read prices like 102-14 or 99-07+, where the digits to the right of the hyphen represent a fraction of a dollar rather than a true decimal. If you import prices from Bloomberg, Reuters, or a trading platform into Excel, they may arrive as decimals. Translating those decimals into the fractional notation that matches traders’ screens is not just cosmetic—it reduces interpretation errors, smooths communication with trading desks, and helps reconcile back-office records that still rely on fractional quotes.

Consider a portfolio manager checking whether the executed price of 101.4375 was entered correctly in a trade blotter. On a trading terminal the same price appears as 101-14, meaning 101 and 14/32. If the manager cannot quickly convert between these representations in Excel, reconciliation becomes manual and error-prone. Controllers preparing month-end reports, analysts building historical datasets, and auditors reviewing fills can all benefit from mastering this conversion.

Beyond capital markets, fractional pricing surfaces in energy contracts, commodities, and even some government procurement schedules. Anyone analyzing legacy data that stores fractional values as decimals needs a robust, repeatable conversion method. Excel’s DOLLARFR function was added precisely for this purpose, turning a decimal dollar price into a value whose integer part is the dollar component and whose “decimal” part is really a fraction with a chosen denominator (commonly 8, 16, 32, 64, or 128). Knowing how and when to apply DOLLARFR—and how to troubleshoot rounding behavior, edge cases, or non-standard denominators—bolsters data integrity throughout the finance workflow. Lacking this skill can lead to subtle mispricing, incorrect interest accruals, and, ultimately, monetary losses or compliance violations. Moreover, understanding DOLLARFR lays the groundwork for other essential Excel concepts: date-value conversions, text-number parsing, and custom number formatting, creating a virtuous cycle of spreadsheet proficiency.

Best Excel Approach

The most efficient way to convert a decimal dollar value to a fractional price in Excel is to use the dedicated DOLLARFR function. This function is purpose-built, requires only two arguments, and handles the rounding nuances that trip up manual math.

Syntax

=DOLLARFR(decimal_dollar, denominator)
  • decimal_dollar – The decimal dollar price you wish to convert (number, reference, or formula).
  • denominator – The denominator used for the fractional part (commonly 8, 16, 32, 64, 128).

Why this approach is best

  1. Accuracy: Built-in rounding matches Bloomberg and other industry standards.
  2. Brevity: A single function replaces multi-step INT/MOD arithmetic.
  3. Flexibility: Works with any positive denominator from 1 to 255, covering exotic conventions.
  4. Readability: Anyone familiar with finance recognizes DOLLARFR immediately, reducing onboarding time for new analysts.

When to choose DOLLARFR

  • You receive decimal quotes and must present results in fractional form.
  • Audit workflows require the price column to match the exact terminal notation.
  • Denominators stay constant within a dataset (for example, all US Treasury notes use 32).

Alternatives are appropriate when you need decimal output (use DOLLARDE instead) or when you must show the fraction as text like “14/32” for presentation, in which case TEXT functions or custom formatting may accompany or replace DOLLARFR.

=INT(A2) + MOD(A2,1)*32/100   'Manual alternative but riskier

Parameters and Inputs

DOLLARFR accepts numeric inputs but obeys strict rules:

Decimal_dollar

  • Must be a real number (positive or negative).
  • Can come from cell references, constants, or formulas.
  • If non-numeric text is supplied, Excel returns #VALUE!.

Denominator

  • Integer between 1 and 255.
  • Reflects the “tick size” of the instrument. For US Treasuries use 32, for certain corporate bonds use 8 or 16, for CME bond futures use 32 or 64.
  • If the denominator is less than 1, Excel returns #NUM!.
  • If it contains decimals, Excel truncates toward zero (so 32.9 becomes 32).

Data preparation

  • Confirm the incoming decimal prices are indeed decimal equivalents, not raw fractional text stored as numbers.
  • Ensure denominators match the market convention. Mixing 16 with a 32-based price leads to wrong conversions.
  • Watch for intraday prices that include sub-ticks (for example, 32nds plus halves or quarters). You may need 64 or 128 denominators.

Edge cases

  • Negative prices (rare but possible in certain derivatives) convert correctly; the negative sign propagates to the entire result.
  • Zero returns zero.
  • Denominator equal to 1 simply passes the value through.

Step-by-Step Examples

Example 1: Basic Scenario

Imagine a bond analyst has a small table of Treasury note closing prices imported from Yahoo Finance in decimal form:

AB
1101.4375
299.25
3103.78125

Objective: Convert these decimals to 32nd-based fractional prices.

Steps

  1. Place the decimal prices in [A2:A4].
  2. In [B1] label “Fractional (32nds)”.
  3. In [B2] enter:
=DOLLARFR(A2,32)
  1. Copy the formula down to [B4].

Expected output

  • [B2] shows 101.14
  • [B3] shows 99.08
  • [B4] shows 103.25

Why it works
The integer portion of each result equals INT(decimal price). The fractional component equals round(decimal fraction × 32,0), appended as “hundredths” of the same cell. Thus 0.4375 × 32 = 14, giving 101.14. Behind the scenes Excel actually stores 101.14 as 101.14 (numeric), not text, enabling further math.

Common variations

  • Using denominator 16 for corporate bonds: =DOLLARFR(A2,16) would give 101.07 (rounded) because 0.4375 × 16 = 7.
  • Displaying results as text: wrap the formula inside TEXT for printing:
=TEXT(DOLLARFR(A2,32),"0\-00")

Troubleshooting

  • If a result shows 101.32, you likely mis-typed the denominator or the decimal value is out of range.
  • If Excel displays 101.4375 again, ensure the cell is not formatted as Currency; choose General or Number.

Example 2: Real-World Application

Scenario: A portfolio manager imported a week’s worth of trade executions from a custodian. Prices are decimal; traders want a blotter in sixty-fourths (64) because their desk quotes on half-32nds.

Sample data (columns A:D):

  • Trade ID
  • Security
  • Execution Price (decimal)
  • Quantity
ABCD
T0013Y Note101.4843752,000,000
T0025Y Note99.4218751,500,000
T00310Y Note102.765625500,000

Task: Convert column C to 64ths and compute the total cost per trade in fractional form.

Step-by-Step

  1. Put decimals in [C2:C4].
  2. In [E1] write “Price (64ths)”.
  3. In [E2]:
=DOLLARFR(C2,64)

Copy down.
4. In [F1] write “Extended Cost (Frac)”.
5. In [F2]:

=DOLLARFR(C2*D2,64)
  1. Sum the extended costs in [F5] with =SUM(F2:F4).

Business context

  • Traders compare the execution versus benchmark prices quoted in 64ths.
  • Back-office uses the fractional total to reconcile against the clearing broker who also reports in 64ths.

Integration points

  • Conditional formatting can highlight trades where the execution deviates more than two ticks from the daily high-low range.
  • A pivot table can aggregate extended costs by security, still maintaining fractional output thanks to DOLLARFR inside calculated fields.

Performance considerations
Even with tens of thousands of rows, DOLLARFR is lightweight. Avoid array formulas inside each row; apply DOLLARFR once per cell. If the dataset updates hourly, place DOLLARFR in helper columns rather than volatile functions to keep recalculation snappy.

Example 3: Advanced Technique

Problem: Futures on 30Y Treasury bonds quote in 32nds plus a sub-tick of one-half (half-64th). A price might read 155-16.5, where the .5 represents half of one-32nd, or one-sixty-fourth. The analyst receives decimal settlement data with five decimal places like 155.515625, wants both 32nd and 64th outputs, and needs to flag when sub-ticks exist.

Data setup
Decimal settlements in [A2:A10].

Advanced steps

  1. Create two helper columns: [B] for 32nds, [C] for 64ths.
  2. In [B2]:
=DOLLARFR(A2,32)
  1. In [C2]:
=DOLLARFR(A2,64)
  1. Create a flag in [D2] to indicate half-ticks:
=IF(MOD(DOLLARFR(A2,64)*100,2)=1,"Half-Tick","Full Tick")

Explanation

  • DOLLARFR(A2,64) converts to sixty-fourths. Multiplying by 100 isolates the fractional two-digit component. If that number is odd, we have a half-tick; even implies it aligns with traditional 32nds.

Edge-case handling

  • If the decimal price already lands exactly on a 32nd boundary, the half-tick flag returns “Full Tick”.
  • If the denominator is too small (for instance 16), half-ticks are lost. Always choose the greatest common denominator required by the market microstructure.

Performance optimization
To avoid repeating DOLLARFR three times, store it in a LET function (Excel 365):

=LET(px,A2,fr64,DOLLARFR(px,64),
     fr32,DOLLARFR(px,32),
     flag,IF(MOD(fr64*100,2)=1,"Half-Tick","Full Tick"),
     fr32 & "|" & fr64 & "|" & flag)

Professional tips

  • Create a named formula such as Price64 that equals =DOLLARFR(current_row_price,64) to reuse across the model.
  • Use custom formatting "0\-00.0" to show fractional parts with half-ticks without converting to text, e.g., 155-16.5.

Tips and Best Practices

  1. Standardize denominators across a worksheet. Mixing 32 and 64 in one column confuses readers and inflates error risk.
  2. Use helper columns. Perform conversions in one column, leave original decimals intact for auditing.
  3. Combine with LET (Excel 365) to store the fractional result once and reuse, improving calculation speed on large sheets.
  4. Apply custom number formats like "0\-00" or "0\-00.0" to make your sheet user-friendly while keeping numeric integrity.
  5. Document the denominator assumption in header cells or notes so successors do not inadvertently switch ticks.
  6. When exporting to CSV, remember fractional numbers travel as decimals. Provide a legend or extra column with the converted value.

Common Mistakes to Avoid

  1. Wrong denominator: Using 32 for an instrument quoted in 16ths creates off-by-two discrepancies. Double-check market conventions.
  2. Treating the output as text: Converting to text prevents arithmetic. Keep DOLLARFR results numeric unless formatting requires otherwise.
  3. Ignoring rounding: DOLLARFR rounds, not truncates. If you need truncation, combine INT and MOD instead.
  4. Overlooking cell formatting: Currency or Accounting formats may revert your fractional result back to decimal display. Use General or custom formats.
  5. Forgetting negative signs: When bulk converting negative cash flows, ensure the sign precedes both dollar and fractional parts. A misplaced minus can misstate valuations by millions.

Alternative Methods

While DOLLARFR is optimal, you may resort to manual math, TEXT functions, or Power Query depending on requirements.

MethodProsConsBest for
DOLLARFRFast, accurate, easyLimited to denominators ≤255Most finance workflows
INT/MOD arithmeticFull control, works in non-English ExcelVerbose, error-prone roundingRare custom denominators above 255
TEXT with TEXTSPLIT or CONCATExcellent for human-readable stringsLoses numeric propertiesPresentations or PDF exports
Power QueryAutomates large ETL pipelinesLearning curve, refresh lagScheduled data transformations

Manual formula example (32nds):

=INT(A2) + ROUND(MOD(A2,1)*32,0)/100

Performance comparisons show DOLLARFR outpaces complex text functions by about 15 percent recalculation time over 50,000 rows. Use Power Query when the data feed is external and the workbook must remain formula light.

FAQ

When should I use this approach?

Use DOLLARFR whenever you need numeric fractional prices that comply with bond or futures market conventions, especially for reconciliation, trader communication, or regulatory reporting.

Can this work across multiple sheets?

Yes. Reference another sheet normally: =DOLLARFR(Sheet2!B5,32). For dynamic denominators stored on Sheet3, use =DOLLARFR(A2,Sheet3!$B$1).

What are the limitations?

Denominator must be 255 or less. The function always rounds, so you cannot force floor or ceiling behavior without extra logic. It also cannot directly output formatted strings like “14/32”.

How do I handle errors?

Wrap in IFERROR: =IFERROR(DOLLARFR(A2,$B$1),"Check input"). For denominator mistakes, verify the reference cell is not blank or zero.

Does this work in older Excel versions?

DOLLARFR exists since Excel 2003 for Windows and Excel 2011 for Mac. Earlier versions or certain web-based clones may lack it, in which case use manual formulas.

What about performance with large datasets?

DOLLARFR is non-volatile and lightweight. For over 100,000 rows, disable auto-calculate during bulk paste or use Excel Tables to restrict recalculations to affected rows. In Excel 365, pair with LET to reduce redundant calculations.

Conclusion

Mastering DOLLARFR lets you bridge the gap between decimal data sources and the fractional language of bond markets. Accurate, concise, and fully numeric conversions ensure that analyses, reconciliations, and reports align with trader expectations and regulatory standards. By integrating DOLLARFR with helper columns, custom formats, and modern functions like LET, you gain an adaptable toolkit for any fractional pricing convention that comes your way. Continue exploring related functions such as DOLLARDE, TEXT, and Power Query to round out your financial modeling skill set and elevate your spreadsheet credibility.

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