Question

Later in this course, we’ll apply our skills in algebra to solving applications. The first step will be to translate an English phrase to an algebraic expression. We’ll see how to do this in the next two examples.

a) True
b) False

Answer 1

Algebraic expressions are mathematical statements that involve variables, numbers, and operations. In solving applications, we translate English phrases to algebraic expressions to represent the problem mathematically.

Step-by-step explanation:

Algebraic expressions are mathematical statements that involve variables, numbers, and operations. In the context of solving applications, translating an English phrase to an algebraic expression involves representing the information given in the problem using variables and mathematical operations. This allows us to solve the problem using algebraic techniques.

For example, if the problem states 'Three times a number increased by 5 is equal to 20', we can represent this as an algebraic expression: 3x + 5 = 20, where x represents the unknown number.

Therefore, the statement 'True' is correct, as later in the course we will indeed apply our algebra skills to solve applications by translating English phrases to algebraic expressions.