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Round to Nearest Integer Calculator

Round any decimal number to the nearest whole number instantly

Integer Rounding Calculator

Common Examples

Original NumberNearest IntegerExplanation
3.230.2 < 0.5, round down
3.740.7 > 0.5, round up
-2.6-3Negative: rounds to -3
7.58Exactly 0.5, round up
-1.3-1Negative: rounds to -1
99.91000.9 > 0.5, round up to 100

What is an Integer?

An integer is a whole number without any decimal or fractional part. Integers include positive numbers (1, 2, 3, ...), negative numbers (-1, -2, -3, ...), and zero (0). When you round to the nearest integer, you're converting a decimal number to the closest whole number.

Rounding Rules for Integers

Step 1: Look at the Decimal Part

Examine the fractional part (everything after the decimal point). For example, in 3.7, the decimal part is 0.7.

Step 2: Apply the Rounding Rule

If the decimal part is 0.5 or greater, round UP. If it's less than 0.5, round DOWN.

Step 3: Remove the Decimal

The result is a whole number with no decimal places. For 3.7, the result is 4.

Real-World Uses for Integer Rounding

Counting People

You can't have 3.7 people. If an average is 3.7 people per household, you'd round to 4 people.

Example: 3.7 people → 4 people

Inventory & Items

Physical items must be whole numbers. You can't order 12.4 chairs.

Example: 12.4 chairs → 12 or 13 chairs

Age & Years

Ages are typically expressed as whole numbers. Someone 25.8 years old is "25 years old."

Example: 25.8 years → 26 years

Scores & Points

Game scores and test scores often use whole numbers only.

Example: 87.6 points → 88 points

Votes & Elections

Each vote is counted as a whole number. You can't cast 0.5 votes.

Example: Weighted average 145.3 votes → 145 votes

Days & Time Units

When converting to days, you often round to whole days.

Example: 7.8 days → 8 days

Rounding Methods Explained

Standard Rounding (Round Half Up)

The most common method. Decimal part ≥ 0.5 rounds up, < 0.5 rounds down.

Examples: 2.4 → 2, 2.5 → 3, 2.6 → 3

Always Round Up (Ceiling)

Always round to the next higher integer, even if closer to the lower one.

Examples: 2.1 → 3, 2.9 → 3, -2.5 → -2

Always Round Down (Floor)

Always round to the next lower integer, even if closer to the higher one.

Examples: 2.1 → 2, 2.9 → 2, -2.5 → -3