If the current bank balance (db) after spending $9,014 is $25,000 (db = x - 91014), the original amount (x) was $115,014.
Let's solve the equation to find the value of x:
Given the expression: db = x - 91014
You mentioned that the current bank balance (db) after the transaction is $25,000.
So, substitute db = $25,000 into the equation:
$25,000 = x - 91014
Now, add 91014 to both sides of the equation to solve for x:
x = $25,000 + 91014
x = $115,014
Therefore, the original amount of money in the bank account before the expenditure was $115,014.
the probable question maybe:
Suppose you have a certain amount of money in your bank account, represented by the variable "db." If you spend $9,014 from your account, the new balance is given by the expression db = x - 91014. Now, if your current bank balance after the transaction is $25,000, what is the original amount of money you had in your account before the expenditure (i.e., what is the value of x)?