doprowadź do postaci iloczynowej
y= -xkwadrat + 14x - 49
y=-x²+14-49
a=-1
b=14
c=-49
Δ=b²-4*a*c
Δ=14²-4*(-1)*-49
Δ=196-196
Δ=0
x₀=-b/2*a
x₀=-14/2*(-1)
x₀=-14/-2
x₀=7
y=a(x-x₀)²
y=-(x-7)²
y= -x²+14x-49a= 1 b= 14 c=-49 Δ= b² - 4ac Δ= 14² - 4 * (-1) * (-49) Δ= 196- 196 = 0x₀= -b/2a x₀= -14/-1=7y= a(x-x₀)²y= -(x-7)²
Pozdrawiam, kate66 ;)
" Life is not a problem to be solved but a reality to be experienced! "
© Copyright 2013 - 2024 KUDO.TIPS - All rights reserved.
y=-x²+14-49
a=-1
b=14
c=-49
Δ=b²-4*a*c
Δ=14²-4*(-1)*-49
Δ=196-196
Δ=0
x₀=-b/2*a
x₀=-14/2*(-1)
x₀=-14/-2
x₀=7
y=a(x-x₀)²
y=-(x-7)²
y= -x²+14x-49
a= 1 b= 14 c=-49
Δ= b² - 4ac
Δ= 14² - 4 * (-1) * (-49)
Δ= 196- 196 = 0
x₀= -b/2a
x₀= -14/-1=7
y= a(x-x₀)²
y= -(x-7)²
Pozdrawiam, kate66 ;)