Mathematics, 05.03.2021 14:00, kbows12

Se consideră funcția f:R→R, fx=x2-5x+m, mϵR. Să Să determine m pentru care f(0)=3
Să se determine valoarea lui m pentru care minimul functiei este 2.
Pentru m=1 determinati punctul de minim al funcției f.
Pentru m=4 rezolvați ecuația f(x)=0.
dau coroana

Answers: 1

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Se consideră funcția f:R→R, fx=x2-5x+m, mϵR. Să Să determine m pentru care f(0)=3
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Se consideră funcția f:R→R, fx=x2-5x+m, mϵR. Să Să determine m pentru care f(0)=3 Să se determine valoarea lui m pentru care minimul functiei este 2. Pentru m=1 determinati punctul de minim al funcției f. Pentru m=4 rezolvați ecuația f(x)=0. dau coroana

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Se consideră funcția f:R→R, fx=x2-5x+m, mϵR. Să Să determine m pentru care f(0)=3
Să se determine valoarea lui m pentru care minimul functiei este 2.
Pentru m=1 determinati punctul de minim al funcției f.
Pentru m=4 rezolvați ecuația f(x)=0.
dau coroana