The Tale of Point P

Geometry Level 2

The AOB\triangle AOB consists of point A=(0,1)A = (0 , 1), point O=(0,0)O = (0 , 0), and point BB lying somewhere on the xx-axis.

Let PP be the point in the first quadrant such that AP=PBAP = PB and AOPBAO \parallel PB, as shown above.

If the length of OPOP is 194\sqrt{194}, what is the area of the quadrilateral AOBP? AOBP?

×

Problem Loading...

Note Loading...

Set Loading...