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Posted

Deci am aşa:

 

 

Se consideră funcţia f:R->R, f(x)-2x+1. Determinaţi funcţia g:R->R, g(x)'ax+b, ştiind că graficele funcţiilor sunt simetrice faţă de:

a) axa OX

b) axa OY

c) punctul O(0,0)

 

Ce fac?

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Posted

Dreaptea x=2 este axă de simetrie => -a/(2*(-1)) = 2 => -a/-2 = 2 => a/2 = 2 => a=4.

 

M(1,2) aparţine parabolei => -1+a+b = 2 => -1+4+b = 2 => 3+b = 2 => b=-1

 

Deci, y=-x^2 + 4x - 1

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