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Determine whether the following polynomials can be factored by grouping. If so, factor the polynomials showing all work. If not, explain why this method will not work. 2c2 + 4cd + 3c + 3d 4g2 + 12gh + 5g + 15h
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For the first one: 2c(c + 2d) + 3(c+d) The method will not work because there are no common factors in either term.
For the second one: 4g(g+3h) + 5(g+3h) This method will work because we have a common factor: g + 3h. Factoring it out gives us a complete factored form of: (g+3h)(4g+5)
Thanks so much @Hero
hey btw how do i give medals
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thanks again:)
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