Which terms could have a greatest common factor of 5m2n2? Select two options.m5n55m4n310m4n15m2n224m3n4

For the greatest common factor to be 5m²n², both terms must have coefficients divisible by 5 and at least m² and n². Choices B and D meet those conditions: their coefficients have a GCF of 5, and their smallest powers are m² and n². Their GCF is therefore exactly 5m²n².

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