After solving the algebraic equation $$ 6(y-4)=6(y+4) $$, you end up with $$ -24=24 $$. What does this mean? Oy= all real numbers O $$ y=-24 $$ and 24 There are no solutions to this equation. You made a mistake in your algebra

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When you solve the equation $$ 6(y - 4) = 6(y + 4) $$, let's go through the steps:

1. **Expand both sides:**
   $$
   6y - 24 = 6y + 24
   $$

2. **Subtract $$ 6y $$ from both sides:**
   $$
   -24 = 24
   $$

This leads to a statement that is clearly false ($$ -24 \neq 24 $$). This kind of result indicates that there is **no possible value of $$ y $$** that can satisfy the original equation.

**Therefore, the correct conclusion is:**

**There are no solutions to this equation.**
There are no solutions to the equation.

After solving the algebraic equation , you
end up with . What does this mean?
Oy= all real numbers
O and 24
There are no solutions to this equation.
You made a mistake in your algebra

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After solving the algebraic equation , you end up with . What does this mean? Oy= all real numbers O and 24 There are no solutions to this equation. You made a mistake in your algebra