Answer:
The arc length of a central angle is 6.28 inches.
Explanation:
Given : A central angle of 90° in a circle whose radius is 4 inches.
To find : The arc length of a central angle?
Solution :
The formula to find arc length is given by,

We have given,
Radius = 4 inches
The central angle = 90°
Substitute the value in the formula,



Therefore, The arc length of a central angle is 6.28 inches.