Respuesta :
The length of the chord is 21.21 inches
How to determine the chord length?
The given parameters are:
- Central angle, x = 90
- Radius, r = 15 inches
The chord length (L) is calculated using:
L = 2 * r * sin(x/2)
Substitute known values
L = 2 * 15 * sin(90/2)
Evaluate the expression
L = 21.21 inches
Hence, the length of the chord is 21.21 inches
Read more about chord lengths at:
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The length of the chord is 21.21 inches.
What is Chord?
A chord is the line segment joining two points on a curve. The term is often used to describe a line segment whose ends lie on a circle.
The given parameters are:
Central angle, x = 90
Radius, r = 15 inches
The chord length (L) is calculated by:
L = 2 X r X sin(x/2)
Substitute known values
L = 2 X 15 X sin(90/2)
L = 30 X sin 45⁰
L = 30 / √2
L = 21.21 inches
Thus, the length of the chord is 21.21 inches
Learn more about chord lengths at:
brainly.com/question/13950364
#SPJ1