Translate "The product of 2 less than x and 2 more than x" into an algebraic expression.

Here is the algebraic expression for statement A: A) The product of 2 less than x and 2 more than x. Step 1: Translate "2 less than x" into an expression. x − 2 Step 2: Translate "2 more than x" into an expression. x + 2 Step 3: Find the product of these two expressions. (x − 2)(x + 2)

Translate "The product of 2 less than x and 2 more than x" into an algebraic expression.

Here is the algebraic expression for statement A: A) The product of 2 less than x and 2 more than x. Step 1: Translate "2 less than x" into an expression. x − 2 Step 2: Translate "2 more than x" into an expression. x + 2 Step 3: Find the product of these two expressions. (x − 2)(x + 2)

Solved: Translate "The product of 2 less than x and 2 more…

Here is the algebraic expression for statement A:

A) The product of 2 less than $x$ and 2 more than $x$ .

Translate "2 less than $x$ " into an expression.
$x - 2$
Translate "2 more than $x$ " into an expression.
$x + 2$
Find the product of these two expressions.
$(x - 2)(x + 2)$

Translate "The product of 2 less than x and 2 more than x" into an algebraic expression.

Answer

Step-by-step solution

Translate "2 less than $x$ " into an expression.

Translate "2 more than $x$ " into an expression.

Find the product of these two expressions.

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Translate "The product of 2 less than x and 2 more than x" into an algebraic expression.

Answer

Step-by-step solution

Translate "2 less than xxx" into an expression.

Translate "2 more than xxx" into an expression.

Find the product of these two expressions.

Try one yourself

Still stuck on this one?

More Mathematics Questions

Translate "2 less than $x$ " into an expression.

Translate "2 more than $x$ " into an expression.