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Temat: Działania na potęgach

Potęgi

Fiszka: 8 z 14

Przód

<p><img class="fm-editor-equation" src="data:image/png;base64,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" data-mlang="latex" data-equation="%5Csqrt%7B32%7D%20%2B%20%5Csqrt%7B2%7D" /></p>

Tył

<p><img class="fm-editor-equation" src="data:image/png;base64,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" data-mlang="latex" data-equation="%5Csqrt%7B16*2%7D%20%2B%5Csqrt%7B2%7D%20%3D%204%5Csqrt%7B2%7D%20%2B%20%5Csqrt%7B2%7D%20%3D%205%5Csqrt%7B2%7D" /></p>

Fiszka znajduje się w zestawie:

MegaHrupek

Potęgi

  • Podstawowa
  • Matematyka
  • Potęgi i pierwiastki
Fiszek: 14
100% Głosów: 5

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Kinga

Pierwiastki

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  • Matematyka
  • Potęgi i pierwiastki
Fiszek: 8
b/d Głosów: 1