66 decreased by twice craig's savings
Let's say Craig's savings are represented by the variable "s".
Twice Craig's savings would be 2s.
Therefore, 66 decreased by twice Craig's savings can be represented by the expression: 66 - 2s.
To calculate the result of 66 decreased by twice Craig's savings, we need to know the value of Craig's savings. Once we have that information, we can calculate the result by following these steps:
Step 1: Multiply Craig's savings by 2 to get twice his savings.
Step 2: Subtract the result from step 1 from 66.
Let's assume that Craig's savings is represented by the variable "x." Then, the calculation can be expressed as:
66 - 2x
So, to find the result, you need to determine the value of Craig's savings, substitute it into the equation, and carry out the subtraction.
To determine the result of 66 decreased by twice Craig's savings, you would need to know the value of Craig's savings. Let's denote Craig's savings as the variable "x".
The expression "twice Craig's savings" can be represented as 2x. Thus, the expression "66 decreased by twice Craig's savings" can be written as:
66 - 2x
To find the numerical value of this expression, you would need to know the specific value of Craig's savings, x. Once you have that value, you can substitute it into the expression and perform the calculation.
For example, let's say Craig's savings amount to $20. Plugging this value into the expression, we have:
66 - 2(20) = 66 - 40 = 26
Therefore, if Craig's savings are $20, then 66 decreased by twice his savings would equal $26.