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Alya20172018
@Alya20172018
July 2022
1
7
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Разложите на множители:
а) х²-49
б) 4х²у²-9а⁴
в) 25а²-(а+3)²
г) 27m³+n³
д) 25х²-10ху+у²
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evjeny23
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г)
д)
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Answers & Comments
a)
б)
в)
г)
д)