Example 1
- Unit: classes
- Total 100, present 80, absences 20, threshold 75
80%, you can still miss 5
How many more classes can I miss with 80 present out of 100 and a 75% threshold? 5, because the absence limit is 25 and 20 are already entered.
The calculator divides the number of attended classes by the total and multiplies by 100. Attending 80 of 100 classes is 80%. At a 75% threshold you may have at most 25 absences, so after 20 you can still miss 5.
Enter the total and the number present. The attendance percentage appears here.
This does not connect to a school attendance system, and it does not decide whether you pass. You enter the threshold. A percentage of one number, with no class total, is on the percentage of a number page.
80 of these 100 classes were attended, and 20 were missed. The line marks a 75% threshold, which means 75 classes attended. The hatched segment is classes not held yet. In this example its length is zero.
The calculator divides the number present by the total number of classes and multiplies by 100. Attending 80 of 100 classes is 80%. 32 out of 40 is 80%. 28 out of 40 is 70%.
The class total is fixed. At a 75% threshold on 100 classes you may have at most 25 absences, because 75 attended is the minimum. After 20 absences, 5 remain. Missing 6 would go over the limit. The calculator does not add classes beyond those 100. The bar splits that schedule into attended classes, absences, and classes not held yet. The line shows how many classes you need to attend for the threshold you enter. When part of the schedule has not been held yet, the calculator also gives attendance for the classes already held, and attendance for the full schedule if the rest are attended too.
When the result is below the threshold, the calculator counts how many more classes you still need to attend in that same total. At 28 attended and 12 absences out of 40, 30 attended classes are required. That is unreachable, because the schedule is already full.
The threshold field starts at 75, a common cutoff in a US college course. In K-12 schools, missing 10% of school days is widely treated as chronic absenteeism, so many people type 90. enter the rule that applies to you.
You enter present and absences separately. Their sum cannot exceed the total. The rest have not been held yet. The classes and days switch does not change the formula, only the words in the result.
This is not a gradebook. The numbers stay in the browser. A percentage of one number, without a class total, is on the percentage-of-a-number page.
attendance % = present / total × 100
The minimum number present is the total times the threshold, divided by 100 and rounded up. The absence limit is the total minus that minimum. The number you can still miss is that limit minus the absences already entered. The calculator does not add classes beyond the total you entered.
Attendance on this page is the share of sessions attended within a fixed schedule size, expressed as a percent: attendance = (present / total) × 100. The total number of classes (or days) is fixed: the calculator does not invent sessions beyond the value you enter. Present and absent counts describe that same schedule; together with sessions not yet held they should not exceed the total.
The threshold (default 75% on the English page) is the required attendance share you enter. The minimum number present is ceil(total × threshold / 100), and the absence limit is total minus that minimum. Sessions you can still miss equal max(0, limit − absences already entered), capped by remaining sessions in the plan. Computation: pct = present/total×100; minPresent = ⌈total×target/100 − 1e−9⌉; maxAbsent = total − minPresent.
The primary result is the attendance percent. The panel also shows absences, how many more you may miss, and how many more attendances are needed when the result is below the threshold. Choosing “classes” or “days” changes labels only — the formula stays the same. This is an educational tool, not a school roster.
Percent as hundredths of a whole became standard European commercial arithmetic in the sixteenth and seventeenth centuries; mathematically it is a fraction multiplied by 100. School and college attendance use the same model: attendances divided by planned meetings. Institutions set their own cutoffs (often in the 70–85% range in U.S. practice); this calculator does not load a registrar rule — you enter the threshold yourself.
Conceptually separate: (1) attendance on sessions already held (present / held) when part of the plan remains; (2) attendance against the full plan if you attend everything left; (3) absence budgets implied by a threshold on a fixed total. This page computes pct = present/total against the plan and separately reports how many more absences fit in that plan.
In teaching, attendance percent connects to the rule of three and to percentage-of-a-number: the same hundredths arithmetic, a different meaning (sessions instead of a price). The related grade calculator maps a test percent onto a letter; here the percent stays attendance without a letter scale.
Practical domain: total > 0; present ≥ 0; absent ≥ 0; target in a form range near [0, 100]. Codomain of the primary result: pct in floating-point arithmetic, typically [0, 100] when present ≤ total. Monotonicity: with total fixed, raising present raises pct; raising target raises minPresent and lowers maxAbsent.
Identities: maxAbsent = total − ceil(total×target/100 − ε); skipLimit = max(0, maxAbsent − absent). When remaining = total − present − absent > 0, further skips are limited by both the budget and the remaining sessions. When needRaw = max(0, minPresent − present) and remaining = 0 with needRaw > 0, the threshold cannot be reached inside this total (the calculator then shows that the target is unreachable).
Classes versus days does not scale the numbers. The calculator does not interpolate academic calendars.
Step 1. Enter total T, present P, absences A, and threshold t%.
Step 2. Attendance: pct = (P / T) × 100.
Step 3. Minimum present: m = ceil(T × t / 100 − 1e−9). Absence limit: M = T − m.
Step 4. Remaining in the plan: R = T − P − A. Still missable: limited by max(0, M − A) and by R when R > 0,.
Step 5. English example: T = 100, P = 80, A = 20, t = 75 → pct = 80%; m = 75; M = 25; after 20 absences, 5 remain. Below threshold: T = 40, P = 28, A = 12, t = 75 → pct = 70%; when the schedule is full and P < m, the threshold is unreachable in this plan. 40 of 80 → 50%.
P = T, A = 0 → 100%. P = 0 → 0%. A 100% threshold on T sessions gives m = T and M = 0 — no absences allowed. A 0% threshold gives m = 0 and M = T.
When present + absent < total, the bar splits the plan into present, absent, and not-yet-held sessions; the mark shows the threshold. When the plan is full (R = 0) and P < m, the result states that the threshold cannot be reached for this T.
Invalid input (non-numeric text, total ≤ 0) shows an error. The calculator does not sync with a student-information system and does not invent extra sessions to raise the percent.
Arithmetic runs in floating-point arithmetic. Ceiling of the minimum present uses ceil with a −1e−9 correction to avoid representation noise on T×t/100. The panel rounds the percent to at most two decimal places (U.S. period).
The calculator accepts a comma or a period as the decimal separator. Class/day labels change wording in messages, not the formula. Compare the result with your own syllabus outside the tool: thresholds on the page are examples.
In classroom use, distinguish attendance against the full plan from attendance only on sessions already held — the panel may show both views when part of the plan remains, while the primary result stays present/total×100.
Related on CalcBoxer: percentage of a number (pure hundredths), rule of three, grade calculator (test percent → letter). Related in theory: fraction, proportion, ceiling.
Sources: Wikipedia — Percentage; MathWorld — Percentage; NIST guidance on floating-point rounding (context for ceil); standard school arithmetic texts (percent as hundredths). Educational tool — not a registrar policy.
The calculator divides present by the total and multiplies by 100. 80 out of 100 is 80%.
80%, you can still miss 5
How many more classes can I miss with 80 present out of 100 and a 75% threshold? 5, because the absence limit is 25 and 20 are already entered.
80%, you can still miss 2
32 / 40 × 100 is 80%. The absence limit is 10, and 8 are already entered, so 2 remain.
70%, threshold unreachable
28 / 40 × 100 is 70%. With 12 absences the limit of 10 is already passed, so 75% cannot be reached with these 40 classes.
80%. The calculator divides 80 by 100 and multiplies by 100. At a 75% threshold you may have at most 25 absences, so with 20 already recorded you can still miss 5.
You can miss as many as the limit still allows for the total you entered. At 100 classes and 75%, that limit is 25. After 20 absences, 5 remain. The calculator does not add classes beyond that 100.
The calculator shows how many more classes you still need to attend in that same total. At 28 attended and 12 absences out of 40, a 75% threshold needs 30 attended. That is unreachable, because the schedule is already full.
No. 75% is only the default threshold on this page, because many colleges use that cutoff. enter the rule that applies to you.
No. The calculator uses only the numbers you enter. It does not open a gradebook and it does not decide whether you pass.
No. The formula is the same. The switch only changes the words in the result.
You enter it separately. Present plus absences cannot exceed the total. The rest are classes that have not been held yet.
Because those absences stay inside the class total. 99 present out of 100 is still 99%, even if you miss nothing else.
Yes. 33,5 and 33.5 are the same number. Do not put a space inside the number.
Percentage of a number finds a part of one value. Here you divide attended classes by the class total, and the result also says how many more you can miss.
Attendance is the ratio of present classes to the total, written as a percent.
Page updated September 30, 2026.