Sector.
You can do an upper and lower bound by inscribing and circumscribing polygons. The more sides the polygon has, the more precise your answer will be. You inscribe a polygon by having the corners touch the circle's interior, and you circumscribe a polygon by having the midpoint of the sides touch the circle's exterior. Note that the polygon must by equilateral and equiangular for this method to be reasonably simple. Then simply find the area of the inscribed polygon - you know the circle is bigger than it, because the circle contains the polygon and has more space as well. Thus that number is your lower bound. Then find the area of the circumscribed polygon- same logic for the polygon being bigger than the circle. Area of circumscribed is your upper bound. Then typically average your upper and lower bound to get a reasonable estimate of the area of the circle. Of course, solving the problem algebraically is both simpler and more precise, but since you wanted a geometric answer, you got one.
Bound only has one syllable.
The lower bound of 3.0 is 3.0
The upper bound of a number is the smallest whole number that is greater than or equal to the given number. In this case, the upper bound of 6800 is 6800 itself. The lower bound of a number is the largest whole number that is less than or equal to the given number. Therefore, the lower bound of 6800 is also 6800.
If the range is the real numbers, it has a lower bound (zero) but no upper bound.
That's a "sector" of the circle. It looks like a slice of pie.
The area bounded by an arc of circle and two radii is known as a "circular sector"
the nuclear envelope bound Cell nucleus.
You can do an upper and lower bound by inscribing and circumscribing polygons. The more sides the polygon has, the more precise your answer will be. You inscribe a polygon by having the corners touch the circle's interior, and you circumscribe a polygon by having the midpoint of the sides touch the circle's exterior. Note that the polygon must by equilateral and equiangular for this method to be reasonably simple. Then simply find the area of the inscribed polygon - you know the circle is bigger than it, because the circle contains the polygon and has more space as well. Thus that number is your lower bound. Then find the area of the circumscribed polygon- same logic for the polygon being bigger than the circle. Area of circumscribed is your upper bound. Then typically average your upper and lower bound to get a reasonable estimate of the area of the circle. Of course, solving the problem algebraically is both simpler and more precise, but since you wanted a geometric answer, you got one.
The Secret Circle - 2011 Bound 1-2 is rated/received certificates of: USA:TV-PG
Whether you are talking about the measure of each interior angle, or the total of all the interior angles, there is no largest. The more sides a regular polygon has, the larger it angles will be. As the number of sides grows without bound, the measure of each interior angle gets closer and closer to 180 degrees, and the polygon looks more and more like a circle. The sum of the interior angles increases by 180 degrees every time you add a side.
The segments of DNA that are loosly bound to protein are called Chromatin.
surround, circle, bound, fence, confine, wall in, include, send with, insert
surround, circle, bound, fence, confine, wall in, include, send with, insert
Glycolipids are composed of a lipid portion, usually a fatty acid, and a carbohydrate portion. The carbohydrate portion is bound to the lipid via a glycosidic bond. Glycolipids are found in cell membranes and are involved in cell signaling and recognition processes.
Organisms that do not have a membrane-bound nucleus are called prokaryotes. They include bacteria and archaea, and their genetic material is not enclosed within a nucleus.
A bound collection of maps is called an Atlas. They have traditionally been bound in the form of a book.