⑴圆:(x-1)^2+y^2=1,把y=-x+1代入圆方程得2(x-1)^2=1,
x1=1+✓2/2,y1=-✓2/2;
x2=1-✓2/2,y2=✓2/2.
⑵抛物线y=x^2,圆x^2+y^2=2,
y^2+y-2=0,(y-1)(y+2)=0,
y1=1,x1=1或x1=-1,相应角度为45度和135度,t=±1;
y2=-2,不成立.
⑴圆:(x-1)^2+y^2=1,把y=-x+1代入圆方程得2(x-1)^2=1,
x1=1+✓2/2,y1=-✓2/2;
x2=1-✓2/2,y2=✓2/2.
⑵抛物线y=x^2,圆x^2+y^2=2,
y^2+y-2=0,(y-1)(y+2)=0,
y1=1,x1=1或x1=-1,相应角度为45度和135度,t=±1;
y2=-2,不成立.