A radius of 301.46feet!!!!!!!!!!
The radius is a lenght, and it's impossible to find out the radius if you don't give any information about the size of your circle.
6 inch or 4 inch if it's a short radius
The two are not directly related, since degree is a measure of angles, and millimeters is a measre of length. For a circle arc, there is the relationship: (distance around the arc) = radius x angle However, you must first convert the angle to radians.
It means to multiply the radius by itself: radius x radius
When you try to figure out an area of a circle, you square the radius, then multiply it by pi to get the area of a circle. A radius square is radius x radius, or radius squared.
First, divide 180 by pi (3.14159).Multiply that answer by 100.You should have approximately 5729.5779514.This result we will refer to as the Circular Ratio.Divide the Circular Ratio by the Radius of the curve.The answer is The Degree Of Curvature for that curve.Graphically: measure the angle it takes to make a curve 100 feet long.That angle is The Degree Of Curvature for that curve.
9in
45 degree, 90 short radius degree ,T ,elbow,cap,concentric reducer, Tee and flange
The radius is a lenght, and it's impossible to find out the radius if you don't give any information about the size of your circle.
The radius is 12
90 degree
The value of 1 degree in inches depends on the context, particularly the radius of the circle in question. For a circle, 1 degree corresponds to approximately 0.01745 radians. To convert this to inches, you can use the formula: arc length = radius × angle in radians. For example, if the radius is 1 inch, 1 degree would equal about 0.01745 inches.
The area of a sector in a circle if the radius is 4 cm and the arc has degree 120 is: 16.76 cm2
if a circle has a radius of 12cm and a sector defined by a 120 degree arc what is the area of the sector
A 130-degree radius typically refers to a circular arc or sector with a central angle of 130 degrees. In this context, the radius is the distance from the center of the circle to any point on its circumference. This means that if you were to draw a circle with a radius of a specific length, the arc defined by a 130-degree angle would represent a portion of that circle, covering about one-third of its total circumference.
Answer is radius = 1800/pi metres
47.10