$$ 33 ( \square ) = - 140 x ( \square ) $$

Question

UpStudy AI · Accepted Answer

It looks like you're working with the equation:

$$ 33 (\square) = -140x (\square) $$

Assuming that the $$\square$$ represents the same non-zero variable or expression on both sides of the equation, we can solve for $$x$$. Here's how:

1. **Start with the original equation:**
   $$
   33 (\square) = -140x (\square)
   $$

2. **Assume $$\square \neq 0$$ and divide both sides by $$\square$$:**
   $$
   33 = -140x
   $$

3. **Solve for $$x$$:**
   $$
   x = \frac{33}{-140} = -\frac{33}{140}
   $$

4. **Simplify the fraction (if possible):**
   $$
   -\frac{33}{140}
   $$
   This fraction cannot be simplified further since 33 and 140 have no common divisors other than 1.

5. **Convert to decimal (optional):**
   $$
   x \approx -0.2357
   $$

**Final Answer:**
$$
x = -\frac{33}{140} \quad \text{or} \quad x \approx -0.2357
$$
$$ x = -\frac{33}{140} $$ or $$ x \approx -0.2357 $$

Upstudy AI Solution

Answer

Solution

Extra Insights

Related Questions

Latest Algebra Questions