Multiplication Number Pyramids – 5 Rows

Print multiplication pyramids of five rows, fifteen bricks each. To keep the products in reach, the base factors stay between 1 and 5, yet the top brick still climbs to four digits, at most 9,999.

Twelve pages print the five base factors and leave ten products to find; twelve give five bricks here and there, and the solver works upward by multiplying and downward by dividing. A base holds at most two 1s. Every page holds six pyramids, and the twenty-four pages form a workbook.

Part of the Number Pyramids collection, Last updated on Tue, 03 Nov 2026 01:24:11 GMT.

Free Printables

Multiplication Pyramids, 5 Rows, Full Base (N1)

Five small factors along the base, ten products above, the top brick up to 9,999. | zuzuzi.com

Multiplication Pyramids, 5 Rows, Full Base (N2)

Multiplication Pyramids, 5 Rows, Full Base (N3)

Multiplication Pyramids, 5 Rows, Full Base (N4)

Multiplication Pyramids, 5 Rows, Full Base (N5)

Multiplication Pyramids, 5 Rows, Full Base (N6)

Multiplication Pyramids, 5 Rows, Full Base (N7)

Multiplication Pyramids, 5 Rows, Full Base (N8)

Multiplication Pyramids, 5 Rows, Full Base (N9)

Multiplication Pyramids, 5 Rows, Full Base (N10)

Multiplication Pyramids, 5 Rows, Full Base (N11)

Multiplication Pyramids, 5 Rows, Full Base (N12)

Multiplication Pyramids, 5 Rows, Scattered Clues (N13)

Five-row product pyramids with five clues: divide to go down, multiply to go up. | zuzuzi.com

Multiplication Pyramids, 5 Rows, Scattered Clues (N14)

Multiplication Pyramids, 5 Rows, Scattered Clues (N15)

Multiplication Pyramids, 5 Rows, Scattered Clues (N16)

Multiplication Pyramids, 5 Rows, Scattered Clues (N17)

Multiplication Pyramids, 5 Rows, Scattered Clues (N18)

Multiplication Pyramids, 5 Rows, Scattered Clues (N19)

Multiplication Pyramids, 5 Rows, Scattered Clues (N20)

Multiplication Pyramids, 5 Rows, Scattered Clues (N21)

Multiplication Pyramids, 5 Rows, Scattered Clues (N22)

Multiplication Pyramids, 5 Rows, Scattered Clues (N23)

Multiplication Pyramids, 5 Rows, Scattered Clues (N24)

Small Factors, Big Products

Each row multiplies the results of the row below, so even factors of 1 to 5 build quickly: the third row reaches the hundreds, and the top brick can pass a thousand. The pages make the growth of products easy to feel.

Up With Multiplication, Down With Division

On the clue pages, five bricks are given on each pyramid. A product with one known factor under it gives the other one by division, and two known neighbors give the brick above them by multiplication.

For Confident Calculators

These are the most demanding pyramids of the category, suited to children who multiply multi-digit numbers on paper and to adults who enjoy a long chain of calculation.

Frequently Asked Questions

Why Are the Base Factors Only 1 to 5?

Five rows multiply the base numbers many times over; larger factors would make the top brick far too long to write. With 1 to 5, the top stays at 9,999 or below.

How Many 1s Can a Base Have?

Two at most. Next to a 1, the brick above simply equals the other factor, so more of them would make the pyramid repetitive.

What Grade Are Five-Row Multiplication Pyramids For?

Fifth grade and up, when multiplying multi-digit numbers becomes routine, and as a challenge for adults.