(125-6)*?=125*8-?*8

Let's solve the equation step by step.

Given equation:

\[ (125-6) * ? = 125 * 8 - ? * 8 \]

First, simplify the left side:

\[ (125 - 6) = 119 \] Thus, the equation becomes:

\[ 119 * ? = 125 * 8 - ? * 8 \]

Now, simplify the right side:

\[ 125 * 8 = 1000 \]

So, now the equation is:

\[ 119 * ? = 1000 - ? * 8 \]

Next, bring the ? terms together:

\[ 119 * ? + ? * 8 = 1000 \]

Factor out the ? from the left side:

\[ ? (119 + 8) = 1000 \]

Now, combine the coefficients:

\[ ? * 127 = 1000 \]

Finally, divide both sides by 127 to isolate ?:

\[ ? = \frac{1000}{127} \]

To get the approximate value:

\[ ? \approx 7.874 \]

The solution for ? is:

\[ ? = \frac{1000}{127} \]

If you need an approximate decimal value, it’s approximately \( 7.87 \).