Worked example: Closing Cost in Maryland

6 min read

Published April 15, 2026 • By DocketMath Team

Example inputs

Run this scenario in DocketMath using the Closing Cost calculator.

Below is a worked example of a closing cost calculation for Maryland (US-MD) using DocketMath with jurisdiction-aware rules. This example focuses on how the tool applies Maryland’s default timing rules when closing costs depend on a timeline (for example, costs that increase as a matter proceeds over a statutory period).

What DocketMath is calculating in this example

In this scenario, we model a “closing cost” as an amount that changes over time, using a base fee plus a time-based adjustment tied to a statutory period. The mechanics of the “closing cost” formula come from the DocketMath → Closing Cost calculator you selected, but the jurisdiction-aware part is the time window that Maryland law provides.

Maryland timing rule used (default)

Maryland’s general statute of limitations (SOL) for many civil actions is:

Clear note about scope: Your brief indicates that no claim-type-specific sub-rule was found, so this worked example uses the general/default 3-year period from § 5-106 as the only jurisdiction-aware rule. If facts point to a different SOL provision, the “timing window” (and therefore the output) could change.

Example assumptions (inputs)

To keep this example concrete, assume the lender or service provider uses a simple time adjustment:

  • Base closing fee: $3,200
  • Annual adjustment rate: 4.5% (applied linearly over the time window)
  • Start date: 2026-01-15
  • End date (based on SOL window): calculated from the general SOL period (3 years)
  • Jurisdiction: Maryland (US-MD)

To run the calculator, open the tool here: /tools/closing-cost.

In DocketMath, you’ll enter the inputs by selecting the Closing Cost calculator and using the US-MD jurisdiction setting. (If the tool presents the SOL-derived window as an “end date” or “duration,” use the displayed jurisdiction-aware values to keep your run consistent.)

Gentle disclaimer: This is a modeling example to show how inputs affect outputs. It’s not legal advice, and it may not match your specific situation. For real matters, confirm timing rules with the underlying facts and any claim-specific limitations that might apply.

Example run

Run the Closing Cost calculator using the example inputs above. Review the breakdown for intermediate steps (segments, adjustments, or rate changes) so you can see how each input moves the output. Save the result for reference and compare it to your actual scenario.

Step 1: Determine the jurisdiction-aware time window

With Maryland set to US-MD, DocketMath applies:

  • General SOL: 3 years under Md. Code, Cts. & Jud. Proc. § 5-106

Using the example start date of 2026-01-15, the 3-year window ends on:

  • End date: 2029-01-15
  • Time window length: exactly 3.0 years (in this example)
InputValue
JurisdictionMaryland (US-MD)
SOL ruleMd. Code, Cts. & Jud. Proc. § 5-106 (general default)
SOL length3 years
Start date2026-01-15
End date2029-01-15
Duration3.0 years

Step 2: Apply the time-based closing cost adjustment

Now apply the calculator’s modeled adjustment method for the example:

  • Time-based adjustment factor: 4.5% × 3.0 years = 13.5%
  • Closing cost: $3,200 × (1 + 0.135)
  • Closing cost: $3,200 × 1.135 = $3,632.00

Output you should expect from the tool

When you run the Closing Cost calculator in US-MD with those inputs, the tool should produce (at minimum):

  • A computed end date (or equivalent duration output) based on the 3-year default SOL from § 5-106
  • A computed closing cost based on the calculator’s defined time adjustment approach and the inputs you provided

Result (example): $3,632.00

Warning: This is a worked example. The citation supports the 3-year timing window for this general/default use case, but the exact “closing cost” math depends on the calculator’s defined approach and your selected inputs. Don’t treat the output as legal advice; verify it against the contract and any situation-specific rules.

Quick checklist to mirror the tool setup

Use the same structure when entering values into DocketMath:

Sensitivity check

Even when the jurisdictional rule is fixed (here, 3 years under Md. Code, Cts. & Jud. Proc. § 5-106), your inputs can change the outcome significantly. The goal of this sensitivity check is to answer: How sensitive is the closing cost to the annual adjustment rate and the base fee?

Sensitivity scenario A: Change the annual adjustment rate

Keep the base fee the same ($3,200) and keep the SOL-derived duration the same (3.0 years). Compare two rates (plus the original):

Because the model uses a linear adjustment:

  • Total adjustment = annual rate × 3.0 years
Annual rateTotal adjustmentClosing cost calculationClosing cost
3.0%9.0%$3,200 × 1.09$3,488.00
4.5%13.5%$3,200 × 1.135$3,632.00
6.0%18.0%$3,200 × 1.18$3,776.00

Takeaway: Moving from 3.0% → 6.0% increases the example closing cost by $288.00.

Sensitivity scenario B: Change the base fee

Hold the annual adjustment at 4.5% and the SOL duration at 3.0 years, but change the base fee.

Base feeTotal adjustment (13.5%)Closing cost
$2,500$337.50$2,837.50
$3,200$432.00$3,632.00
$4,000$540.00$4,540.00

Takeaway: Under this model, the closing cost scales with the base fee by the same multiplier (here, 1.135). So increases in base fee increase the result proportionally.

Sensitivity scenario C: Confirm the jurisdiction rule is truly the default

Your brief states that no claim-type-specific sub-rule was found, so the example uses the general/default SOL. That means:

  • Duration is fixed at 3 years from § 5-106 for this example
  • If later you determine the claim (or request) falls under a different SOL provision, the end date (and therefore the time-based adjustment) could change

Pitfall: Don’t assume the “general SOL = 3 years” applies to every situation. This worked example intentionally uses the default rule you specified. If you have extra context, make sure DocketMath’s jurisdiction-aware inputs reflect it before relying on any cost number.

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