'the accountant charged $23 for the hour of work and $23 for each for each hour after that . He earned a total of $127. How many hours did he work'

23x = 127

5hours

To find out how many hours the accountant worked, we can set up an equation based on the given information. Let's break it down step by step:

Let's assume that the accountant worked for 'x' hours.

According to the information given, the accountant charged $23 for the first hour and $23 for each additional hour. So, the total amount charged for 'x' hours can be expressed as:

$23 + ($23 * (x - 1))

Now, we know that the accountant earned a total of $127. So, we can set up the equation:

$23 + ($23 * (x - 1)) = 127

Now, let's solve this equation to find the value of 'x' (hours):

$23 + ($23 * (x - 1)) = 127

Simplify the equation:

$23 + $23x - $23 = $127

Combine like terms:

$23x = $127 - $23

$23x = $104

Now, divide both sides by $23 to solve for 'x':

x = $104 / $23

x ≈ 4.52

So, the accountant worked approximately 4.52 hours, which we can round up to 5 hours.

Therefore, the accountant worked 5 hours.