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v(2;5)v\left(2;5\right)v(2;5)
v(5;2)v\left(5;2\right)v(5;2)
v(−2;5)v\left(-2;5\right)v(−2;5)
v(5;−2)v\left(5;-2\right)v(5;−2)
v(3;2)v\left(3;2\right)v(3;2)
v(−3;−2)v\left(-3;-2\right)v(−3;−2)
v(3;−2)v\left(3;-2\right)v(3;−2)
v(−3;2)v\left(-3;2\right)v(−3;2)
V(1;5)V\left(1;5\right)V(1;5)
V(5;1)V\left(5;1\right)V(5;1)
V(−1;5)V\left(-1;5\right)V(−1;5)
V(5;−1)V\left(5;-1\right)V(5;−1)
111
−2-2−2
12\frac{1}{2}21
−12\frac{-1}{2}2−1
Determinar la ecuación de la parábola
y+1=(x+3)2−1y+1=\left(x+3\right)^2-1y+1=(x+3)2−1
y−2=(x−3)2+4y-2=\left(x-3\right)^2+4y−2=(x−3)2+4
y+2=(x−2)2−2y+2=\left(x-2\right)^2-2y+2=(x−2)2−2
y−1=(x−3)2y-1=\left(x-3\right)^2y−1=(x−3)2
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2ºE.FIN.2AVAL.3ºTRI2024
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