Long multiplication with multi-digit numbers
Long multiplication with multi-digit numbers
In this exercise you practise long (column) multiplication where both factors have more than one digit. For each digit of the bottom factor you write one partial product, shifted one place to the left. Finally, add the partial products to get the answer.
What does the generator do?
The generator picks two factors with 2–4 digits each (the bottom factor is never longer than the top one). The bottom factor has only non-zero digits so every partial product matters. The partial-product fields are one digit wider than the top factor (to fit the carry from multiplication) and the final-sum field is wide enough to hold the sum of all partial products.
How to use it
Work right to left. First multiply the top factor by the ones digit of the bottom factor and write the result on the first partial-product line. Then by the tens digit – shift the result one place to the left. Continue with hundreds and thousands. Finally, add all partial products column by column and write the answer on the last line. Press “Check”.
Other exercise generators:
- Counting
- Number Series Completion
- Comparing Numbers
- Addition and Subtraction Exercises
- Multiplication and Division Exercises
- Equation Solver
- Number Chain
- Addition and Subtraction with Numbers Up to 10,000
- Addition and Subtraction Patterns up to 10,000
- Find the Bigger or Smaller Number
- Order Numbers up to 10,000
- Multiplying a round number by the same digit
- Multiplying a round number by a one-digit number
- Column multiplication up to 10,000
- Digit at a given place
- Place of a digit
- Expanded form
- Rounding large numbers
- Addition Pyramid
- Cross Out
- Order Numbers
- Equations with three members
- Compare the number of balls
- Find the Correct Exercise
- Counting Tens
- Number Line
- Building Blocks
- Adding with Images
- Powers
- Powers Simplification
- Powers and decimal places
- Powers with Fractions
- Powers with Letters
- Powers Calculation
- Powers with Unknown Exponent
- Decompose Powers into Product
- Simplifying exponents
- Comparing Powers
- Number of trailing zeros
- Combining Like Terms
- Multiplying by a Monomial
- Equivalent Expressions
- Evaluating Expressions
- Expanding Parentheses
- Factoring Out
- Multiplying Binomials
- Substitution into Expressions
- Algebraic Fractions
- Cube of a Binomial
- Linear Equations - Basic
- Linear Equations - Number of Solutions
- Linear Equations - Both Sides
- Equivalent Equations
- Equations with Plus on One Side
- Equations with Two Plus Terms
- Equations with Fractions - Unknown in Numerator
- Equations with Fractions - Unknown in Denominator
- Unknown on Both Sides with Fractions
- Unknown in Denominator on Both Sides
- Inequalities - Number Line
- Inequalities - Intervals
- Linear Inequalities - Basic
- Inequalities - Variable on Both Sides
- Inequalities with Parentheses
- Inequalities with Fractions
- Inequalities - Special Cases
- Inequalities - Mixed Problems
- Pythagorean Theorem – Find the Hypotenuse
- Pythagorean Theorem – Find a Leg
- Verify a Right Triangle
- Pythagorean Theorem – Word Problems
- Pythagorean Theorem – Mixed Practice
- Cylinder Surface Area
- Cylinder Volume
- Pyramid Surface Area
- Pyramid Volume
- Cone Surface Area
- Cone Volume
- Sphere Surface Area
- Sphere Volume
- Surface Area & Volume - Mixed
- Dependent and Independent Variables
- Function Table
- Reading from Graph
- Domain of a Function
- Range of a Function
- Direct Proportion
- Inverse Proportion
- Linear Function
- Triangle Similarity – Similarity Ratio
- Triangle Similarity – Missing Side
- Triangle Similarity – Similarity Theorems
- Triangle Similarity – Mixed Problems
- Convert from a larger unit to a smaller one
- Convert from a smaller unit to a larger one
- Fill in the unit
- Convert two units to one
- Arithmetic with mixed units
- Compare lengths in different units
- Compare lengths in mixed units
- Imperial units – smaller to larger
- Imperial units – larger to smaller
- Compare imperial units