Köklü sayılarla ilgili çözümlü sorular
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<td>Özellik :</td>
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<td>`\rootna.\rootnb=\rootn(a.b)`</td>
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<td>Örnek :</td>
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<td>`\sqrt{5}.\sqrt{3}=\sqrt{5.3}=\sqrt{15}`</td>
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<td>Örnek 2:</td>
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<td>`\sqrt{7}.\sqrt{5}.\sqrt{2}=\sqrt{7.5.2}=\sqrt{70}`</td>
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<td>Örnek 3:</td>
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<td>`2.\sqrt{3}.5.\sqrt{6}=2.5\sqrt{3.6}=10\sqrt{18}`</td>
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<td>Özellik :</td>
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<td>`a\sqrt{m}+b\sqrt{m}+c\sqrt{m}=(a+b+c).\sqrt{m}`</td>
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<td>Örnek :</td>
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<td>`5\sqrt{3}+7\sqrt{3}-4\sqrt{3}=(5+7-4).\sqrt{3}=8\sqrt{3}`</td>
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<td>Örnek :</td>
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<td>`4\sqrt{5}+2\sqrt{5}-7\sqrt{3}-4\sqrt{3}=6.\sqrt{5}-11\sqrt{3}`</td>
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<td>Özellik :</td>
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<td>`\frac{\rootna}{\rootna}=\rootn(\frac{a}{b})`</td>
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<td>Örnek :</td>
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<td>`\frac{\sqrt{20}}{\sqrt{5}}=\sqrt{\frac{20}{5}}=\sqrt{4}=2`</td>
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<td>Örnek :</td>
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<td>`\frac{\sqrt{108}+\sqrt{48}-\sqrt{75}}{\sqrt{0,03}}=?`</td>
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<td>Çözüm :</td>
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<td>`=
\frac{\sqrt{36.3}+\sqrt{16.3}-\sqrt{25.3}}{\sqrt{\frac{3}{100}}}=\frac{6\sqrt{3}+4\sqrt{.3}-5\sqrt{.3}}{\frac{\sqrt{3}}{10}}=5\sqrt{3}.\frac{10}{\sqrt{3}}=50`</td>
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| Devamı .. | |||
| Köklü Sayılar Çözümlü Sorular 1 | Köklü Sayılar Çözümlü Sorular 2 | Köklü Sayılar Çözümlü Sorular 3 | |
| 8. Sınıf Kareköklü Sayılar Çözümlü Sorular 1 | 8. Sınıf Kareköklü Sayılar Çözümlü Sorular 2 | ||