The problem asks to find the value of $x$ given that a circle is divided into three angles: $189^\circ$, $148^\circ$, and $x^\circ$.

1. Problem Description

The problem asks to find the value of $x$ given that a circle is divided into three angles: $189^\circ$, $148^\circ$, and $x^\circ$.

2. Solution Steps

The sum of the angles in a full circle is $360^\circ$. Therefore, the sum of the three given angles must be equal to $360^\circ$.

$189^\circ + 148^\circ + x^\circ = 360^\circ$

First, we add $189$ and $148$:

$189 + 148 = 337$

So, we have:

$337 + x = 360$

Now, we subtract $337$ from both sides of the equation to solve for $x$:

$x = 360 - 337$

$x = 23$

3. Final Answer

The value of $x$ is 23.