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What is a 180 degree angle of a circle?
a straight line
What does a 180 degree?
180 is half of 360 therefore 180 is half of a cirlce because 360 is a circle
What is the definition of 180 degree?
The whole measurement of a angle.
Which of the following is defined to be an arc that has a central angle with the measure of 180?
A 180-degree arc is also called a half-circle.
Give an example of a 180 degree angle in the home?
A 180-degree angle is a straight line, so you could pretty much say the edge of anything (such as a book, ruler, paper, etc.).
What is the curved edge of a semi circle called?
A 180 degree arc
How do you get the degree's in a circle to make 180 degree's?
Cut it in half
What is a 180 degree angle of a circle?
a straight line
What does a 180 degree?
180 is half of 360 therefore 180 is half of a cirlce because 360 is a circle
What is the definition of 180 degree?
The whole measurement of a angle.
Does 90 degree west and 90 degree east form a great circle?
No. You have to cross 360 degrees of meridian for a great circle, so 180 degrees East plus 180 degrees West around the equator will form a great circle.
What is pi of a 180 degrees?
pi is not equl to 180 degree but it is often simplified as 22/7, it is used to calculate area of circles,etc A circle is 360 degree
Which of the following is defined to be an arc that has a central angle with the measure of 180?
A 180-degree arc is also called a half-circle.
What is the angle measure or degree for one half?
180 degrees, if you mean a half circle
What angle measure does a semicircle have?
A semi-circle, half a circle, by definition is 180 degrees, half of a rotation. A whole circle has a whole rotation, which is 360 degrees.
Give an example of a 180 degree angle in the home?
A 180-degree angle is a straight line, so you could pretty much say the edge of anything (such as a book, ruler, paper, etc.).
How much is one degree in an inch?
One degree corresponds to approximately 0.0175 inches when measured along the circumference of a circle with a radius of one inch. This relationship is derived from the formula for arc length, where the arc length (in inches) equals the radius multiplied by the angle in radians. Since there are 360 degrees in a circle, one degree equals ( \frac{\pi}{180} ) radians, leading to the conversion. Thus, for practical purposes, one degree represents a very small distance along a circle's edge.
