p(y)=2+y+2(y)^2-y^3 y=0,1,-1,2
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Step-by-step explanation:
p(y)=2+y+2(y)^2-y^3 (y=0)
p(0)=2+0+2(0)^2-(0)^3
p=(0) =2+0+0-0
p(0)=2
p(y)=2+y+2(y)^2-y^3 (y=1)
p(1)=2+1+2+2-1
p(1)=4
p(y)=2+y+2(y)^2-y^3 (y=-1)
p(-1)=2+(-1)+2(-1)^2-(-1)^3
p(-1)=2-1+2+3
p(-1) =6
p(y)=2+y+2(y)^2-y^3 (y=2)
p(2)=2+2+2(2)^2-(2)^3
p(2)=2+2+8-8
p(2)=4
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