Question An arc 13. 0 cm in length on the circumference of a circle subtends an angle of 113°. What is the radius of the circle?

If the length of the arc is 13 cm and the angle subtends be 113° then the length of radius is equal to 6.59 cm. Given that the length of the arc is 13 cm and the angle subtends be 113°. We are required to find the length of radius of the circle in which the length of the arc be 13 cm and the angle subtends be 113°. Radius is basically a line which joins a point on the circle to the center point of the circle. Arc is basically a part of circumference of the circle. The relationship between length of arc ,angle and length of radius is as under: s=rΘ , in which s is the length of arc, r is the length of radius and Θ is the angle. So,we have to first convert 113 degrees into radians. 113 degrees=113*π/180 radians Using all the values in the relationship: 13=(r*113*π)/180 r=(13*180)/(113*3.14) r=2340/354.82 r=6.59 cm Hence if the length of the arc is 13 cm and the angle subtends be 113° then the length of radius is equal to 6.59 cm. Learn more about radius at https://brainly.com/question/12908707 #SPJ4 Reply

arcis 13 cm and the angle subtends be 113° then the length ofradiusis equal to 6.59 cm.lengthof the arc is 13 cm and theanglesubtends be 113°.radiusof the circle in which the length of the arc be 13 cm and the angle subtends be 113°.circumferenceof the circle.lengthof arc, r is the length ofradiusand Θ is the angle.radians.relationship:lengthof thearcis 13 cm and the angle subtends be 113° then the length ofradiusis equal to 6.59 cm.radiusat https://brainly.com/question/12908707