Funkcja kwadratowa.
Zapisz w postaci ogólnej:
a) y=3(x-1)^2-7
b) y=3/2(x-4)^2-1/2
c) y=-5(x+3)^2+10
d) y=-1/2(x+1)^2+5
y=3(x²-2x+1)-7
y=3x²-6x-4
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y=3/2(x²-8x+16)-1/2
y=3/2 x² - 12x +23,5
y=-5(x²+6x+9)+10
y=-5x²-30x-35
a) y=3(x-1)²-7= 3(x²-2x+1)-7=3x²-6x+3-7=3x²-6x-4
b) y=3/2(x²-8x+16)-1/2 = 3/2x²-12x+23 1/2
c)y=-5(x+3)²+10=-5(x²+6x+9)+10=-5x²-30x-35
d) y=-½(x+1)²+5= -½(x²+2x+1)+5=-½x²-x+4½
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a) y=3(x-1)^2-7
y=3(x²-2x+1)-7
y=3x²-6x-4
---
b) y=3/2(x-4)^2-1/2
y=3/2(x²-8x+16)-1/2
y=3/2 x² - 12x +23,5
---
c) y=-5(x+3)^2+10
y=-5(x²+6x+9)+10
y=-5x²-30x-35
---
d) y=-1/2(x+1)^2+5
y=-1/2(x²+2x+1)+5 y-1/2 x² -x +4,5a) y=3(x-1)²-7= 3(x²-2x+1)-7=3x²-6x+3-7=3x²-6x-4
b) y=3/2(x²-8x+16)-1/2 = 3/2x²-12x+23 1/2
c)y=-5(x+3)²+10=-5(x²+6x+9)+10=-5x²-30x-35
d) y=-½(x+1)²+5= -½(x²+2x+1)+5=-½x²-x+4½