Answer:
Twice
The central angle theorem states that the central angle from two chosen poinfs A and B on the circle is always twice the inscribed angle from two points.
Please see the attached picture
Draw a line from the point O to point P
OP = OA = OB = radius
<APO = a , <BPO = b
<PAO = a , < PBO = b
( isosceles triangle)
<POA = 180 - 2a
<POB = 180 - 2b
All Angles at centre O must add up to 360°
< AOB = 360 - ( 180 - 2a ) - ( 180 - 2b )
<AOB = 2a + 2b
<AOB = 2 ( a + b )
Hope this helps...