The centripetal acceleration is 
Explanation:
The centripetal acceleration for an object in circular motion is given by

where
v is the linear speed
r is the radius of the circle
The body in the problem cover half of revolution in
t = 10 s
And the corresponding linear distance covered is
L = 10 m
which corresponds to half of the circumference, so

From this equation we find the radius of the circle:
[m]
While the linear speed is:

Therefore, the centripetal acceleration is

Learn more about circular motion:
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I believe its A
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By inductive and deductive reseachhhhh
Multiplied by; speed = distance x time
(2m west) + (3m south) + (4m east) + (1m north) =
[ (2m west)+(4m east) ] + [ (3m south)+(1m north) ] =
[ (-2m east)+(4m east) ] + [ (3m south)-(1m south) ] =
(2m east) + (2m south)
Now, so far, we have the orthogonal (perpendicular) components of the displacement ... the North/South component and the East/West component.
To combine these, it's time for Pythagoras:
Displacement = √[ (2m)² + (2m)² ]
Displacement = √ (4m² + 4m²)
Diplacement = √8m²
<em>Displacement = 2.83 meters Southeast</em>