podstaw za x do wzoru i olicz.
y=1\4(x-2)[2]+1
do liczb 0,1,-1,2.-2,3,-3.
to co w nawiasie kwadratowym[2] to do kwadratu
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y=1/4(x-2)^2 +1
f(0)=1/4*(0-2)^2+1=1/4*(-2)^2+1=1/4*4+1=1+1=2
f(1)=1/4*(1-2)^2+1=1/4*(-1)^2+1=1/4*1+1=1 1/4
f(-1)=1/4*(-1-2)^2+1=1/4*(-3)^2+1=1/4*9 +1=
=9/4 + 4/4=13/4=3 1/4
f(2)=1/4*(2-2)^2+1=1/4*0+1=1
f(-2)=1/4*(-2-2)^2+1=1/4*(-4)^2+1=1/4*16+1=
=4+1=5
f(3)=1/4*(3-2)^2+1=1/4*1+1=1/4+1=1 1/4
f(-3)=1/4*(-3-2)^2+1=1/4*(-5)^2+1=
=1/4*25 + 4/4 = 29/4=7 1/4