1000000000000000000 − 1
= 999999999999999999
Borrowing propagates through eighteen zeroes.
Subtract huge numbers exactly, including negative and decimal values. Find precise differences and inspect every digit.
Subtraction preserves the order of the inputs: the second value is removed from the first. If the second value is larger, the answer is negative. Borrowing works across every digit.
Enter the starting value first and the value to subtract second. Integers, decimals, and scientific notation are accepted; swapping inputs generally reverses the sign.
Find exact differences between large counters, integer timestamps, or recorded quantities without discarding low-order digits.
= 999999999999999999
Borrowing propagates through eighteen zeroes.
= -7
A larger second value gives a negative difference.
Add large integers and exact decimals without floating-point rounding. See every digit of the sum and copy the result in words.
Multiply very large integers and exact decimals. View the full integer product or exact fraction without floating-point conversion.
Divide large numbers with exact quotients, remainders, and reduced fractions. Inspect rounded decimals separately.
Calculate exact large powers with whole-number exponents, including decimal bases and scientific-notation inputs.
Compute exact factorials from 0 to 50,000. View full integer results, digit counts, and downloadable text.
Find the exact GCD of two large integers. Simplify ratios and test common factors without rounding.
Calculate the exact LCM of large whole numbers. Find common multiples and repeating cycle lengths.
Find the exact integer square root of a large non-negative whole number, rounded down without floating-point errors.
Calculate exact nCr combinations for large whole numbers. Count selections where order does not matter.
Compute exact nPr permutations. Count ordered selections from distinct items without replacement.
Calculate bitwise AND, OR, XOR, and shifts on large integers. Enter hexadecimal, binary, octal, or decimal values.
Add, subtract, multiply, and divide decimals using exact fractions. Avoid floating-point errors such as 0.1 + 0.2.
Calculate with scientific-notation input such as 3.5e19. Parse large and tiny decimal values exactly as written, without floating-point conversion.