Which sign makes the statement true? $$ 76 \% ? \frac{81}{96} $$ $$ $$

Question

Which sign makes the statement true? $$ 76 \% ? \frac{81}{96} $$ $$ > $$

UpStudy AI · Accepted Answer

To determine which comparison sign makes the statement true, let's evaluate both sides of the equation.

**Given:**
- $$ 76\% $$ 
- $$ \frac{81}{96} $$

**Step 1: Convert Percent to Decimal**
$$
76\% = 0.76
$$

**Step 2: Calculate the Fraction**
$$
\frac{81}{96} = 0.84375
$$

**Step 3: Compare the Two Values**
$$
0.76 \quad \text{vs.} \quad 0.84375
$$

Since $$ 0.76 $$ is less than $$ 0.84375 $$, the correct comparison sign is $$ < $$.

**Final Statement:**
$$
76\% < \frac{81}{96}
$$

**Answer:**  
The correct sign is $$ < $$. So, $$ 76\% < \frac{81}{96} $$ is true.
$$ 76\% < \frac{81}{96} $$

Which sign makes the statement true? \( 76 \% ? \frac{81}{96} \) \( > \)