Let the vertex of parabolic is AB.
Diameter AB is at a distance 5 cm from vertex O.
`:." "OM=5`
and `AM=(1)/(2)AB=-(1)/(2)xx20=10`
Therefore, coordinates of point A
`-=(5,10)`
From the equation of parabola
`y^(2)=4ax`
`(10)^(2)=4a(5)`
`rArr" "a=5`
Now, coordinates of focus `-=(a,0)-=(5,0)`