We are given the expression \( \sqrt[3]{21952} + \sqrt{2025} \).
Step 1: Calculate \( \sqrt[3]{21952} \).
We know that \( 21952 = 28^3 \), so \( \sqrt[3]{21952} = 28 \).
Step 2: Calculate \( \sqrt{2025} \).
We know that \( \sqrt{2025} = 45 \).
Step 3: Add the two results:
\[
28 + 45 = 73
\]
Thus, the correct answer is \( 73 \).