Translate this phrase into an algebraic expression.
67 decreased by twice Goran's savings
Use the variable to represent Goran's savings.
67 - 2x
To translate the phrase "67 decreased by twice Goran's savings" into an algebraic expression, we need to break it down into its components:
1. Goran's savings: We'll represent Goran's savings using the variable "s"
2. Twice Goran's savings: We multiply Goran's savings by 2, which gives us the expression "2s"
3. 67 decreased by twice Goran's savings: To find the difference or decrease, we subtract "2s" from 67. This can be represented as "67 - 2s"
Therefore, the algebraic expression for "67 decreased by twice Goran's savings" is "67 - 2s".
To translate the given phrase into an algebraic expression, we'll start by representing Goran's savings with the variable "x".
"Twice Goran's savings" can be represented as 2x, as we are multiplying his savings by 2.
The phrase "67 decreased by twice Goran's savings" can be written as the expression "67 - 2x".