Long Multiplication: 26 × 3

Long Multiplication Calculator
Multiplicand (number to be multiplied)
Multiplier (number to multiply by)

What is 26 × 3?

Answer

26 × 3 =
78

26 × 3 and 3 × 26 are the same product — the order of the factors never changes the answer, only the working. Below, 26 is multiplied by 3 in a column, digit by digit.

26 × 3 in a Column

The multiplicand goes on top, the multiplier underneath, both aligned on the right. The multiplier has a single digit, so there is one partial product and the answer goes straight under the line.

 26
× 3
 78
26 × 3 = 78

Step-by-Step Solution

Step 1: Multiply the multiplicand by the last digit of the multiplier, 3: 26 × 3 = 78.

  • 6 × 3 = 18. Write 8 and carry 1.
  • 2 × 3 = 6, plus the carried 1 makes 7. Write 7.

26 × 3

=

78

Check It, and What It Is Not

Check by dividing back. Multiplication and division undo each other, so 78 ÷ 3 = 26 must come out exactly, with no remainder.

Fractions are a different calculation. Both factors here are whole numbers; for 2/3 or 2 3/4 use the fraction multiplication calculator, which multiplies numerators and denominators separately.

26 × 3 is a number, not an area. If those are the sides of a room in feet, the answer is 78 square feet — the same arithmetic, a different question, and it is answered by the square footage calculator.

See Also

Long Multiplication Calculator

This calculator multiplies two whole numbers the way it is done on paper: digit by digit, carrying where the column overflows, then adding the partial products together. For example, it can help you find out what is 26 × 3? (The answer is: 78). Enter the multiplicand (e.g. '26') and the multiplier (e.g. '3') and hit the button. The order of the two numbers does not matter — 26 × 3 and 3 × 26 are the same product — so either number can go on top. Fractions and mixed numbers belong to the fraction multiplication calculator, and the reverse operation is long division.

FAQ

What is 26 × 3?

26 × 3 = 78

Is 26 × 3 the same as 3 × 26?

Yes. Multiplication is commutative, so both come to 78. Only the working differs: this page multiplies by 3, which gives a single partial product.

How do you check that 26 × 3 = 78?

Divide the product back by one of the factors: 78 ÷ 3 = 26 exactly, with no remainder. Multiplication and division undo each other, which is what makes this check work.

What are the partial products of 26 × 3?

There is only one: the multiplier 3 has a single digit, so 26 × 3 = 78 is written straight under the line, with no addition step.