The provided expression is mathematically nonsensical because it combines a square root with an underbrace in an unclear way. Here is a corrected version that makes mathematical sense:

Evaluate the expression:
[tex]\[ \sqrt{97453 \cdot \frac{312}{2}} \][/tex]



Answer :

Sure, let's solve the given mathematical expression step by step.

We start with the expression:

[tex]\[ \sqrt{97453 \cdot \frac{312}{2}} \][/tex]

1. Simplify the fraction inside the expression:

[tex]\[ \frac{312}{2} = 156 \][/tex]

2. Multiply the result of the fraction by 97453:

[tex]\[ 97453 \cdot 156 = 15,202,668 \][/tex]

3. Take the square root of the resulting product:

[tex]\[ \sqrt{15,202,668} \][/tex]

4. The value of the square root is approximately:

[tex]\[ 3899.06 \][/tex]

So, the values we derived are:

- The value inside the square root: [tex]\(15,202,668\)[/tex]
- The square root result: approximately [tex]\(3899.06\)[/tex]