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Theo203
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[tex] {2}^{4} \times {4}^{4} \times 125 \times {25}^{3} [/tex]

Răspuns :

Targoviste44

[tex]\it 2^4\cdot4^4\cdot125\cdot25^3=2^4\cdot4^4\cdot5^3\cdot25^3=(2\cdot4)^4\cdot(5\cdot25)^3=8^4\cdot125^3=\\ \\=8\cdot8^3\cdot125^3=8\cdot(8\cdot125)^3 = 8\cdot1000^3 = 2^3\cdot100^3=(2\cdot1000)^3=\\ \\2000^3=8\ 000\ 000\ 000[/tex]


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