Multiplication
Horizontal multiplication
Multiply one- or two-digit factors in equation form. Practice two positive factors, two negative factors, opposite signs, or independently selected signs.
Preview and downloadMultiplication practice
Multi-digit multiplication
Create double digit multiplication worksheets with the two-digit by two-digit preset, or practice other factor lengths. Ready-made sheets use two digits by one digit, with room for partial products.
Ready-made English PDF · fixed settings
Customization below makes a separate PDF.
Fixed English ready-made files. Custom settings below apply only to the configured PDF.
Ready to print
Start with a ready-made worksheet
Multiply by each digit of the lower factor, record the partial product in its correct place, then add the partial products.
Download the practice pages alone, or include a separate answer key or teacher model. Longer activities may use more than one page.
Customize this worksheetPaper sizes and printing help · More multiplication activities
Open a focused studio preset
These links set the editable studio below. Download there for the selected settings; ready-made files above keep their default edition.
Learning objective
What this activity builds
Multiply multi-digit whole numbers by decomposing the multiplier and combining correctly shifted partial products.
Worked example
What is 236 × 14?
3,304
Multiply 236 × 4 = 944 and 236 × 10 = 2,360. Add the partial products: 944 + 2,360 = 3,304.
Teaching notes
Make the practice count
- Label each partial row with the multiplier digit and its place value.
- Estimate first so a missing zero or misplaced row is easy to notice.
Build a two-digit by two-digit multiplication worksheet
Choose the 2 × 2 digit preset on this page for double digit multiplication worksheets. Both factors will have two digits; the studio retains its other settings, including 16 questions. The initial page and ready-made downloads use two digits by one digit, so open the preset and download from the studio for two-digit multipliers.
For 34 × 26, first find 34 × 6 = 204, then 34 × 20 = 680. Add 204 + 680 = 884. Label the second row “20” to keep the tens value visible. An estimate such as 30 × 30 = 900 helps identify a misplaced row, though it does not replace checking the exact product.
Why does the second partial product shift left?
The 2 in 26 represents 20. Multiplying 34 by 2 gives 68; multiplying it by 20 gives 680. Record the place-value shift before adding the partial products.
What should I choose before or after the two-digit preset?
Use the default one-digit lower factor when multiplication facts and regrouping still need attention. After two-digit multipliers are secure, choose three digits or mixed lengths in Customize. The preset changes factor lengths, not a guarantee of regrouping in every problem.
Make it yours
Customize the practice
Choose your options, update the preview, then download the exact same pages.
Enlarged pages scroll. PDF size stays the same.
A useful next step
Related activities
Multiplication
Multiplying decimals
Create multiplying decimals worksheets with tenths or hundredths, adjustable whole-number width, 12–25 vertical problems, exact products, and answer keys.
Preview and download