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Already we know that multiplication is distributive over addition and subtraction In this explainer, we will learn how to use the distributive property of multiplication for addition and subtraction to rewrite numerical expressions and evaluate them. We can use this distributive property to write equivalent algebraic expressions.
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Write and evaluate two equivalent numerical expressions that show the distributive property of multiplication. Example 1 shows how the watch distributive property key concept words to multiply a sum or difference by a number, multiply each term inside the parentheses by the number outside the parentheses. One expression must include both parentheses and brackets.
How could karen write and simplify a numerical expression using the distributive property to determine how much money should be collected total
In this concept, you will learn how to use the distributive property to write and evaluate equivalent numerical and variable expressions. Writing equivalent expressions from expanded form to standard form using the distributive property using the distributive property we were able to find the expression equivalent to in factored or expanded form. Applying the distributive property to multiply out the factors of, or expand, 4 ( x + 2 ) gives us 4 x + 8 , so we know the two expressions are equivalent We can use a rectangle with side lengths ( x + 2 ) and 4 to illustrate the multiplication.
An easy example of equivalent expressions can be found with the distributive property The distributive property ensures that 3 (x + 2) and 3 x + 6 are equivalent expressions. Equivalent expressions distributive property re equivalent expressions when they have the same value
