Plz help me with this. "Determine which of the following expressions are part of the greatest common factor of 54mn^4 and 27m^3n^2. Select all situations that apply below."[tex][/tex] (more than one)9n2m1827

Answer:The greatest common factor =[tex]27mn^2[/tex]Step-by-step explanation:To find the greatest common factor (GCF) ,we have to look for the factors of [tex]54[/tex] and [tex]27[/tex],then have to look upon the greatest number.Note: We are finding GCF by listing out he factors.Factors of [tex]54[/tex] are [tex]1,2,3,6,9,18,27,54[/tex]Factors of [tex]27[/tex] are [tex]1.3,9,27[/tex]So the greatest among them is [tex]27[/tex].Now for the variables we will find he common terms for [tex](mn^4),(m^3n^2)[/tex] we have [tex](mn^2)[/tex] as the common terms.Then the GCF will also include this variables common term.Finally we have [tex]27(mn^2)[/tex] as our GCF.To choose from the situation we will choose [tex]27[/tex] ,[tex](m)[/tex] and [tex](n^2)[/tex] individually.