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Factor out the greatest common factor. If the greatest common factor is 11, just retype the polynomial. \newline2y2+4y2y^2 + 4y

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Q. Factor out the greatest common factor. If the greatest common factor is 11, just retype the polynomial. \newline2y2+4y2y^2 + 4y
  1. Determine GCF: Now that we have determined the GCF to be 2y2y, we can factor it out from each term in the polynomial.\newlineThe term 2y22y^2 can be written as 2y×y2y \times y, and the term 4y4y can be written as 2y×22y \times 2.\newlineSo, factoring out the GCF 2y2y from the polynomial gives us:\newline2y2+4y=2y(y)+2y(2)=2y(y+2)2y^2 + 4y = 2y(y) + 2y(2) = 2y(y + 2).