Translate this phrase into an algebraic expression.
75 decreased by twice Gail's savings
Use the variable g to represent Gail's savings.
The algebraic expression for "75 decreased by twice Gail's savings" using the variable g is:
75 - 2g
To translate the phrase "75 decreased by twice Gail's savings" into an algebraic expression, you can follow these steps:
Step 1: Define the variable.
Let g represent Gail's savings.
Step 2: Identify the operations in the phrase.
The phrase "twice Gail's savings" implies multiplying Gail's savings by 2. The word "decreased" indicates subtraction.
Step 3: Translate the phrase into an algebraic expression.
We start with 75 and then subtract twice Gail's savings, which is 2g. Therefore, the algebraic expression is:
75 - 2g
In conclusion, the phrase "75 decreased by twice Gail's savings" can be translated into the algebraic expression as 75 - 2g.
To translate the phrase "75 decreased by twice Gail's savings" into an algebraic expression using the variable g to represent Gail's savings, you can write it as:
75 - 2g