In worksheet on square root of numbers in decimal and fractions, there are two sets of questions. One set of questions are from square root of numbers in decimal form and the other is from square root of numbers in fraction.
Evaluate the square root of the following numbers in decimal form:
1. √1.69
2. √33.64
3. √156.25
4. √75.69
5. √9.8596
6. √10.0486
7. √1.0816
8. √0.2916
9. Evaluate √3 up to two places of decimal.
10. Evaluate √2.8 correct up to two places of decimal.
11. Evaluate √0.9 correct up to two places of decimal.
Evaluate the square root of the following numbers in fraction form:
1. \(\sqrt{\frac{16}{81}}\)
2. \(\sqrt{\frac{64}{225}}\)
3. \(\sqrt{\frac{121}{256}}\)
4. \(\sqrt{\frac{625}{729}}\)
5. \(\sqrt{3\frac{13}{36}}\)
6. \(\sqrt{4\frac{73}{324}}\)
7. \(\sqrt{3\frac{33}{289}}\)
8. \(\frac{\sqrt{80}}{\sqrt{405}}\)
9. \(\frac{\sqrt{1183}}{\sqrt{2023}}\)
10. √98 × √162
Here are the answers of the above questions given in the worksheet on square root of numbers in decimal and fractions.
1. 1.3
2. 5.8
3. 12.5
4. 8.7
5. 3.14
6. 3.17
7. 1.04
8. 0.54
9. 1.73
10. 1.67
11. 0.95
1. ⁴/₉
2. ⁸/₁₅
3. ¹¹/₁₆
4. ²⁵/₂₇
5. 1⁵/₆
6. 2¹/₁₈
7. 1¹³/₁₇
8. ⁴/₉
9. ¹³/₁₇
10. 126
● Square Root
Square Root of a Perfect Square by using the Prime Factorization Method
Square Root of a Perfect Square by Using the Long Division Method
Square Root of Numbers in the Decimal Form
Square Root of Number in the Fraction Form
Square Root of Numbers that are Not Perfect Squares
Practice Test on Square and Square Roots
● Square Root- Worksheets
Worksheet on Square Root using Prime Factorization Method
Worksheet on Square Root using Long Division Method
Worksheet on Square Root of Numbers in Decimal and Fraction Form
8th Grade Math Practice
Math Homework Sheets
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