A. 36
B. 25
C. 18
D. 12
🧠 Explanation:
The sum of squares of two numbers is 97, their difference’s square is 25; their product is 36. Calculate: x² + y² = 97, (x - y)² = 25; xy = 36. This helps students understand algebra in math. It’s useful for math classes or problem-solving projects. Knowing algebraic solutions enhances analytical skills, ensuring better comprehension for academic work or general knowledge about solving equations in real-world scenarios.
