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Zine97
@Zine97
April 2019
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Prouver que pour tout nombre x :
R(x): -5( x - 10) (x - 50)
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R(x): -5( x - 10) (x - 50) =
-5(x²-50x-10x+500)=
-5x²+250x+50x-2500 =
-5x²+300x-2500 =
-5(-x²+60x+500)
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Bonjour,
- 5( x - 10) (x - 50)
= - 5(x² - 50x - 10x + 500)
= - 5x² + 250x + 50 x - 2 500
= - 5x² + 300x - 2 500
= R(x)
1 votes
Thanks 1
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-5(x²-50x-10x+500)=
-5x²+250x+50x-2500 =
-5x²+300x-2500 =
-5(-x²+60x+500)
- 5( x - 10) (x - 50)
= - 5(x² - 50x - 10x + 500)
= - 5x² + 250x + 50 x - 2 500
= - 5x² + 300x - 2 500
= R(x)