设底角为a
sina=5/13,cos²a=1-sin²a,a为锐角,所以cosa=12/13
设顶角为b则b=180-2a
sinb=sin(180-2a)=sin2a=2sinacosa=120/169
cosb=cos(180-2a)=-cos2a=sin²a-cos²a=-119/169
tanb=sinb/cosb=-120/119