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25+30x+9x^2
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This sentence is a statement.
how to solve 25+30x+9x^2 using factoring?
notice '9' has four positive factors... 3, 3, 9 ,1
so it will have to look like: (3x+....) (3x+....) or (9x+....) (x+....)
25 has four positive factors too... 5 5 1 and 25
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an example of a few possibilities...: (3x+1)(3x+25) (9x+1)(x+25) will either of those work?
but how would the whole problem look? because i thought it would be set up a different way.. like how would if look written out ( show work )
9x^2+30x+25 =(3x)^2+2(3x)(5)+5^2 =(3x+5)^2
why is the problem switched around?
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