Mechanic Guides
Multimeter Accuracy and Counts: Calculate the Error Before Calling a Close Result
Calculate multimeter accuracy from percentage and counts with a worked example. Record range resolution and conditions before judging a result near a service limit.
Published · 4 min read
Quick answer
For a percentage-plus-counts specification, add the percentage of the reading to counts multiplied by range resolution. Confirm the function, range and conditions before using the bound.

More display digits do not settle a close decision
A multimeter may display a value close to a service limit, but the displayed number alone does not tell you how much instrument error is allowed. Read the accuracy specification for the actual function and range before deciding whether the measurement is suitable for that comparison.
Resolution is the smallest displayed increment. Accuracy describes how close a result is specified to be under stated conditions. A repeatable reading can still have error; more digits alone do not establish better accuracy.
This guide uses fictional meter specifications to demonstrate the arithmetic. The numbers are not specifications for a real meter, vehicle acceptance limits or a battery health test.
Read both parts of the specification
A common format is plus or minus a percentage of the reading plus a number of counts. For that format, calculate the percentage term from the displayed reading, then multiply the count term by the resolution of the selected range. Add the two absolute terms to obtain the stated error bound.
Here, counts refer to increments of the least significant displayed digit. They do not mean the same thing as a meter's advertised maximum display count. Check the manual's notation: a specification based on percentage of range, additional terms or other qualifications requires different treatment.
Work a complete example
Suppose a fictional meter displays 12.00 V. Its selected range resolves 0.01 V, and its applicable accuracy specification is plus or minus (0.5% of reading + 2 counts).
- Percentage term: 12.00 V multiplied by 0.005 equals 0.06 V.
- Count term: 2 multiplied by 0.01 V equals 0.02 V.
- Combined bound: 0.06 V plus 0.02 V equals 0.08 V.
- Interval around the indication: 11.92 V through 12.08 V.
The two counts contribute 0.02 V, not 2 V and not 2% of the reading. Keep units on each line so a misplaced decimal is visible during review.
This interval represents the stated instrument accuracy bound under the assumed conditions. It is not a statistical confidence interval or a complete uncertainty budget for the vehicle test. Test connections, operating conditions and the rest of the measurement method still matter.
Confirm that the specification applies
Before using the calculation in a repair decision, record the meter model, function, range and resolution. Locate the applicable accuracy row and its conditions, including temperature and time since calibration where specified. Account for any additional terms the manual requires.
Do not borrow a DC voltage specification for another function. Likewise, changing range can change the last-digit increment and the applicable accuracy row. Recalculate from the actual range used; do not carry a count contribution across ranges by habit. See auto versus manual range for preserving that context.
When the result is near a service limit
Use the vehicle procedure's specified test conditions and acceptance rule. If the calculated instrument bound spans a relevant limit, the indication alone does not cleanly resolve which side of that limit the measured quantity falls on.
That is a reason to review the measurement method and instrument suitability, not to invent a pass/fail allowance. Follow the service procedure and any applicable measurement decision rules. A further measurement needs a defined purpose, such as obtaining a result with equipment and conditions appropriate to the required distinction.
Leave arithmetic another technician can check
In a fictional repair-order handoff, “12.00 V measured” leaves the instrument's capabilities unspecified. A more useful note includes the function, range, 0.01 V resolution, the fictional percentage-plus-counts specification, both calculated terms and the resulting 0.08 V bound. Add the procedure reference and actual operating conditions separately.
The downloadable worksheet keeps these inputs together. It does not set a universal acceptance limit or replace the meter manual. For professional mechanics and independent shops interested in STEP, request Early Access.