Arc length of a sector = L = (60/360) × 2 ×π× 6 L = 2 ×π L = 44/7 m Example 2 Calculate theareaof a sector of a circle whose radius is3 mand the length of the sector’s arc is10 m. Solution Since we know that: ...
Related topics:Plants,Mathsseg‧ment1/ˈseɡmənt/●○○noun[countable]1a part of something that is different from oraffecteddifferently from thewholein some waysegment ofsegments of the population2 a part of afruit,flower, orinsectthat it naturallydividesintoDecorate with orange segments.3...
the length of a line segment measured is 10 cm or 10 m, here cm and m represent the units of measurement of the length. similarly, the units for perimeter are the same as for the length of the sides or given parameter. if the length of the side of a square is given cm, then the...
Suppose we have to arrange people according to decreasing height. Simply, we can say that arranging them in descending sequence or the heights. Thus we arrange the person with a bigger height on the first number and keep arranging the next highest and so on. Taking the example of animals as...
The most basic shape in all ofgeometryis that of a sector cut out of themiddleof a circle. It possesses a variety of distinctcomponentsof its own. For example, thediameter, theradius, thecircumference, thesegment, and thesector. Figure 1: Illustration of a Sector ...