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The result of \((1 + \sqrt{2})(3 + \sqrt{2})\) is \(5 + 4\sqrt{2}\), which corresponds to option **d**.

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Here are 5 related questions to explore further:
1. How do you simplify expressions with square roots?
2. What are the general steps for multiplying binomials?
3. Can this method be used with cube roots or other roots?
4. How does distributive property apply to more complex algebraic expressions?
5. What is the significance of irrational numbers like \(\sqrt{2}\) in algebra?

**Tip:** When multiplying binomials involving square roots, apply the distributive property carefully to ensure you combine like terms correctly.

Hasil dari (1 + √2)(3 + √2) adalah . . .

Learn how to multiply and simplify the binomials (1 + √2)(3 + √2). This problem involves key algebraic concepts such as the distributive property and simplifying radical expressions. Suitable for students in Grades 9-10.

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