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❖ 3g^2 - 78g + 75 factored completely is [tex]3(g-1) * (g-25)[/tex]
First, write the expression as a difference:
[tex]3(g^{2} -26g +25)[/tex]
Then factor the expression:
[tex]3(g^{2} - g - 25g + 25)[/tex]
Factor the expression again:
[tex]3 (g*(g-1)-25(g-1))[/tex]
Your final answer should be:
[tex]3(g-1)*(g-25)[/tex]
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Answer:(3g-75)(g-1)
Step-by-step explanation:
3g^2-78g+75
3g^2-3g+75g-75
3g(g-1)+75(g-1)
(3g-75)(g-1)
