solve the amount of money (in cents) of x quarters and (x+6) dimes the value of a quarter is 25 cents and a value of a dime is 10 cents

To solve this problem, we can start by setting up an equation based on the given information.

Let's assume that the number of quarters is represented by 'x'. Then, the number of dimes would be 'x+6'.

The value of a quarter is 25 cents, so the total value of the quarters would be 25x cents.

Similarly, the value of a dime is 10 cents, so the total value of the dimes would be 10(x+6) cents.

The total amount of money in cents would be the sum of the values of the quarters and the dimes, so we can write the equation:

25x + 10(x+6) = amount of money

Now, we can simplify and solve for x:

25x + 10x + 60 = amount of money

Combining like terms:

35x + 60 = amount of money

To find the amount of money, you need to be given a specific value or numerical amount to substitute its place in this equation. With a specific value, you can solve for x (the number of quarters) and then calculate the total value of the money in cents.

If you have a specific value or further details, please provide them so that I can assist you further.

25x + 10(x+6) = 35x + 60 = ?