X=2+根号3,Y=-(2-根号3) =-1/(2+根号3)=-1/X ,所以:XY=-1,X^2+Y^2=X^2+1/X^2
X^2=7+4倍根号7;Y^2=[-(2-根号3)]^2=7-4 倍根号3
因此所求的式子=3(X^2+Y^2)-5(-1)=3(7+4倍根号7+7-4 倍根号3)+5=3*14+5=47
X=2+根号3,Y=-(2-根号3) =-1/(2+根号3)=-1/X ,所以:XY=-1,X^2+Y^2=X^2+1/X^2
X^2=7+4倍根号7;Y^2=[-(2-根号3)]^2=7-4 倍根号3
因此所求的式子=3(X^2+Y^2)-5(-1)=3(7+4倍根号7+7-4 倍根号3)+5=3*14+5=47