The vertices of ΔOAB are O(0, 0), A(0, 8), B(8, 0) . Then the length of the altitude from O is
42
72
722
O(0,0), A(0,8), B(8,0)
OA=OB=8
ΔOAB in isosceles .
Midpoint of AB=(4,4)
∴ Altitude through A = median OD=16+16=32=42