(1)令x=0
那式变为f(0)=-f(0)
2f(0)=0
f(0)=0
(2)
令x=2
那么f(4)=-f(2)=-1
令x=4
f(6)=-f(4)=1
令x=0
那么f(2)=-f(0)=1
f(0)=-1
令x=-2
f(0)=-f(-2)=-1
f(-2)=1
令x=-4
f(-2)=-f(-4)=1
f(-4)=-1
(1)令x=0
那式变为f(0)=-f(0)
2f(0)=0
f(0)=0
(2)
令x=2
那么f(4)=-f(2)=-1
令x=4
f(6)=-f(4)=1
令x=0
那么f(2)=-f(0)=1
f(0)=-1
令x=-2
f(0)=-f(-2)=-1
f(-2)=1
令x=-4
f(-2)=-f(-4)=1
f(-4)=-1