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[tex] 10^{2}+19s-15 [/tex] <img src="-f-3-20x-5E-7B2-7D-20-75-3Cbr-20-2F-3E.jpg"> <img src="-f-4xx-5E-7B2-7D-20-24x-2B36-3Cbr-20-2F-3E.jpg"> HELP! WITH A VERY DETAILED EXPLANATION PLEASE
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[tex] 10^{2}+19s-15

[/tex]

image

image
HELP!  WITH A VERY DETAILED EXPLANATION PLEASE

User Jmcopeland
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3x^2 - 75 can be factored as follows: 3(x^2 - 25)

x^2 - 25 is a "difference of two squares." Its factors are (x-5) and (x+5).

Thus, 3x^2 - 75 factors into 3(x-5)(x+5) Answer
User Namco
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