Translate the following verbal expressions into algebraic expressions: A) The product of 2 less than x and 2 more than x. B) The sum of x and 2 squared. C) One-fifth of x less than half of x square.

Welcome back Lvdy — missed you this week. Here are the algebraic expressions for each statement: 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) B) The sum of x and 2 squared. Step 1: Identify the terms to be summed. The terms are x and 2^2. Step 2: Write the sum of these terms. x + 2^2 C) One-fifth of x less than half of x square. Step 1: Translate "one-fifth of x" into an expression. (1)/(5)x Step 2: Translate "half of x square" into an expression. (1)/(2)x^2 Step 3: Express "one-fifth of x less than half of x square". "A less than B" means B - A. (1)/(2)x^2 - (1)/(5)x Send me the next one 📸