How do you show in algebraic expressions Fourteen less than three times a number
3n - 14
To show "Fourteen less than three times a number" in algebraic expressions, follow these steps:
Step 1: Let's assign a variable for the number. Let's use 'x' as the variable.
Step 2: We know that "three times a number" can be represented as 3x.
Step 3: To express "Fourteen less than three times a number," subtract 14 from 3x.
Therefore, the algebraic expression for "Fourteen less than three times a number" is 3x - 14.
To show "Fourteen less than three times a number" in algebraic expressions, you can follow these steps:
1. Start by assigning a variable to the unknown number. Let's assume the unknown number is represented by the variable "x".
2. "Three times a number" can be written as 3x, where 3 is multiplied by the unknown number x.
3. "Fourteen less than three times a number" means subtracting 14 from the value obtained from step 2. You can represent this as (3x - 14).
Therefore, the algebraic expression that represents "Fourteen less than three times a number" is (3x - 14).