https://file.aiquickdraw.com/mathbot/file/17268098329724fe1ym5u.pdf

The document you uploaded contains a quiz on *radicals* or *square roots* ("Bentuk Akar"). Below are the questions listed in the file:

1. **Bentuk akar merupakan bentuk lain untuk menyajikan...**  
   (A radical is another form of expressing...)  
   a. Bilangan dengan pangkat bilangan pecahan (Numbers with fractional exponents)  
   b. Bilangan dengan pangkat bilangan genap (Numbers with even exponents)  
   c. Bilangan dengan pangkat bilangan ganjil (Numbers with odd exponents)  
   d. Bilangan dengan pangkat bilangan negatif (Numbers with negative exponents)  
   e. Bilangan dengan pangkat bilangan positif (Numbers with positive exponents)

2. **Manakah yang termasuk bentuk akar?**  
   (Which is a radical?)  
   a. 2  
   b. √16  
   c. √4  
   d. 4  
   e. 3√3

3. **Bentuk akar adalah...**  
   (A radical is...)  
   a. Akar dari bilangan yang hasilnya merupakan bilangan irasional (Root of a number that results in an irrational number)  
   b. Akar dari bilangan yang hasilnya merupakan bilangan ganjil (Root of a number that results in an odd number)  
   c. Akar dari bilangan yang hasilnya merupakan bilangan genap (Root of a number that results in an even number)  
   d. Akar dari bilangan yang hasilnya merupakan bilangan bulat (Root of a number that results in a whole number)  
   e. Akar dari bilangan yang hasilnya merupakan bilangan rasional (Root of a number that results in a rational number)

4. **Bentuk sederhana dari √72 adalah...**  
   (The simplified form of √72 is...)  
   a. 6√3  
   b. 2√3  
   c. 6√2  
   d. 3√6  
   e. 3√3

5. **Hasil penjumlahan dari √8 + √32 adalah...**  
   (The result of adding √8 + √32 is...)  
   a. 2√2  
   b. 2√6  
   c. 6√2  
   d. 6√6  
   e. 3√6

6. **Hasil pengurangan dari 6√2 − √50 adalah...**  
   (The result of subtracting 6√2 − √50 is...)  
   a. √3  
   b. √2  
   c. √5  
   d. √7  
   e. −√3

7. **Hasil dari 7√3 + √27 − √48 adalah...**  
   (The result of 7√3 + √27 − √48 is...)  
   a. 6√3  
   b. 3√6  
   c. 3√3  
   d. 6√6  
   e. 5√3

8. **Hasil dari (3√2)(4√6) adalah...**  
   (The result of (3√2)(4√6) is...)  
   a. 22√3  
   b. 23√3  
   c. 24√3  
   d. 25√3  
   e. 26√3

9. **Hasil dari (3√2 − √3)(√2 + 2√3) adalah...**  
   (The result of (3√2 − √3)(√2 + 2√3) is...)  
   a. 5√5  
   b. 4√5  
   c. 6√6  
   d. 6√5  
   e. 5√6

10. **Hasil dari 4√7 − √3 adalah...**  
   (The result of 4√7 − √3 is...)  
   a. √7 − √3  
   b. √3 − √7  
   c. √3 + √7  
   d. √7 + √3  
   e. √7 + √2

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Would you like to work through the solutions or need help with a specific question? Here are some follow-up questions:

1. How do you simplify radical expressions like in question 4?
2. Can you explain the steps to add or subtract radicals?
3. How does multiplying two radical expressions work, as in question 8?
4. What are rational and irrational numbers in the context of radicals?
5. How do you approach problems involving mixed radical expressions?

**Tip:** When simplifying square roots, try factoring the number under the root into prime factors!

The document contains a quiz on radicals (square roots), including questions about simplifying radical expressions, adding and subtracting radicals, and identifying rational versus irrational numbers.

Test your understanding of radicals and square roots with this comprehensive quiz. Topics include simplifying radical expressions, adding and subtracting radicals, and distinguishing between rational and irrational numbers. Suitable for Grades 9-10.

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