Limit of a function concept
Limit of a function concept is divided into two part (1) descriptively (2) numerically (1) By finding the area of circumscribing regular polygon: Consider a circle of unit radius …
Limit of a function concept Read MoreEducation Latest courses
Limit of a function concept is divided into two part (1) descriptively (2) numerically (1) By finding the area of circumscribing regular polygon: Consider a circle of unit radius …
Limit of a function concept Read MoreMeaning of the phrase” x approaches to infinity” Suppose a variable x assumes in succession a series of value as multiple of 10 start from 1 x approaches to infinity …
x approaches to infinity means Read MoreFourth roots of unity power, take variable x equal to 1 root’s power 4 this gives the 4 roots +1, -1, +ι, -ι X = ∜ 1 X= (1)¼ Suppose …
Fourth roots of unity power Read MoreCube root of unity power 1, 2, 3, 4,5, 6, 7, 8, 9………………..n first we find and proof root power three of unity power 1, 2, 3, and we apply …
Cube root of unity power Read MoreAddition and multiplication laws of real number (1) Addition Laws of real number (i) Closure Law of addition ∀ a, b ∈ R (for all a, b is a …
Addition and multiplication laws of real number Read MoreAddition law of multiplication Always all number operation of addition lies is a part of the real number example we have three number a, b, c Addition operation on a, …
Addition law of multiplication of real number Read MoreRoster or tabular form of a set ; all elements of a set can be counted and listed or limited in number, object, names, country name, food atom, food type, …
Roster or tabular form of set Read MoreType of Surd ( irrational root) definition and example: Surd mean in mathematic irrational root, irrational root term, condition, type detail one by one detail (1)Monomial surd or monomial irrational …
Type of surd or irrational root definition and example Read MoreIntersection of two conic: Intersection between two conics hyperbola and parabolas are given. Hyperbola equation in the form x² / a² – y² / b ² = 1 ……….. A …
intersection of two conic Read Morebranches of curve of hyperbola: There are two branches of curve of hyperbola X² / a² – Y² / b ² =1 we see this equation of hyperbola as | …
branches of curve of hyperbola Read More