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Published byEric Small Modified over 9 years ago

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Lattice Multiplication is an alternative way of doing higher level multiplication.

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By creating a series of grids (boxes) and following a few rules you can easily and neatly find the product to large numbers.

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Today’s Example: 64 x 9 =

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First, write the larger number down.

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6 4

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Draw a rectangle below this number.

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6 4

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The larger number is made up of 2 digits, so cut the rectangle into two boxes.

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6 4

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Write the other problem number on the right of the rectangle.

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6 4 9

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Cut the boxes diagonally. For each box draw a line from the bottom left to the top right.

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6 4 9

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Now we do basic multiplication. Start with the 6. If we go down from the 6 and across from the 9 they “meet” in that first box.

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6 4 9

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6 x 9 = 5 4 Write 5 in the top half of the box and write 4 in the bottom half of the box.

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6 4 9 5 4

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Move on to the 4. If we go down from the 4 and across from the 9 they “meet” in that second box.

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6 4 9 5 4

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4 x 9 = 3 6 Write 3 in the top half of the box and write 6 in the bottom half of the box.

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6 4 9 5 4 3 6

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Extend your diagonal lines down.

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6 4 9 5 4 3 6

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Add the numbers inside the boxes. Use the diagonal lines to guide you. Start on the right with the 6 then move to the left. 6 + nothing = 6. So put a 6 on the right of the diagonal lines.

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6 4 9 5 4 3 6 6

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3 + 4 = 7. So put a 7 between the diagonal lines.

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6 4 9 5 4 3 6 6 7

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5 + nothing = 5. So put a 5 to the left of the diagonal lines.

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6 4 9 5 4 3 6 6 7 5

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That’s it! 576 is your answer. 6 4 x 9 = 5 7 6

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ON YOUR OWN Try the following problem using the rules from the example. The answer will be the first thing given in TUTORIAL 2.

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On Your Own Problem: 52 x 7 =

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