What value of $$ x $$ makes this statement true? $$ -6 x=30 $$ $$ x=5 $$

Question

UpStudy AI · Accepted Answer

To determine the value of $$ x $$ that makes the equation $$-6x = 30$$ true, follow these steps:

1. **Start with the given equation:**
   $$
   -6x = 30
   $$

2. **Isolate $$ x $$ by dividing both sides of the equation by $$-6$$:**
   $$
   x = \frac{30}{-6}
   $$

3. **Simplify the division:**
   $$
   x = -5
   $$

**Therefore, the correct value of $$ x $$ is $$-5$$.**

---

**Verification:**

Plugging $$ x = -5 $$ back into the original equation to ensure it's correct:

$$
-6(-5) = 30
$$
$$
30 = 30
$$

The equation holds true, confirming that $$ x = -5 $$ is indeed the correct solution.
$$ x = -5 $$

What value of \( x \) makes this statement true? \[ -6 x=30 \] \( x=5 \)