Adding and subtracting Square Roots Test
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Adding and subtracting Square Roots Test
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Question 1 of 12
1. Question
1 pointsIs the following statement true or false? \(\sqrt{2} + \sqrt{3} = \sqrt{5}\)
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Question 2 of 12
2. Question
1 pointsIs the following statement true or false? \(\sqrt{259} = \sqrt{16}\)
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Question 3 of 12
3. Question
1 pointsIs the following statement true or false? \(7\sqrt{3} – 4\sqrt{3} = 3\sqrt{3}\)
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Question 4 of 12
4. Question
1 pointsSimplify the expression \(2\sqrt{2}+\sqrt{3}\)
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Question 5 of 12
5. Question
1 pointsSimplify the expression \(2\sqrt{5} – 3\sqrt{5}\)
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Question 6 of 12
6. Question
2 pointsSimplify the expression \(\sqrt{3} + \sqrt{12}\)
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Question 7 of 12
7. Question
2 pointsSimplify the expression \(\sqrt{50} – 2\sqrt{8}\)
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Question 8 of 12
8. Question
2 pointsSimplify the expression \(\sqrt{2} + \sqrt{8}+ \sqrt{18}\)
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Question 9 of 12
9. Question
3 pointsSimplify the expression \(3\sqrt{27} – \sqrt{12} + \sqrt{48}\)
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Question 10 of 12
10. Question
3 pointsSimplify the expression \(\frac{\sqrt{2}}2 – \frac{\sqrt{8}}4\)
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Question 11 of 12
11. Question
3 pointsSimplify the expression \(\frac{3\sqrt{8}}4 + \frac{2\sqrt{50}}3\frac{3\sqrt{72}}4\)
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Question 12 of 12
12. Question
3 pointsIf \(x>0\) than \(2\sqrt{x^3}+3\sqrt{4x^3}\)
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