- Home
- Mega Menu
- Basic Math
- _Sets
- __Introduction of Sets
- __Subset
- __Venn diagrams in Sets
- _Algebra
- __introduction of Algebra
- __Square and Square roots
- __Cube and cube roots
- __Exponents
- _Real Numbers
- _Terminating and non terminating fractions
- _Factors and Multiples
- _Integers
- _Simplification
- _Ratio and Proportion
- _Financial Arithmetic
- _Demonstrative Geometry
- _Information Handling
- _Number system
- _Polynomials
- _Whole numbers
- Vector spaces
- _Introduction of Vector spaces
- _Postulates of vector space
- _Vector space questions
- _Properties
- _Vector Subspace
- _LINEAR COMBINATION OF VECTORS
- _LINEARLY DEPENDENT AND INDEPENDENT SETS
- _BASES AND DIMENSIONS
Recent posts
View all
Vector
BASES AND DIMENSIONS
BASES AND DIMENSIONS (a) Bases. A non empty subset of S a vector space V(F) is said t…
.jpg)
Vector
LINEARLY DEPENDENT AND INDEPENDENT SETS
LINEARLY DEPENDENT AND INDEPENDENT SETS A finite se S = { α₁, α₂, α₃, .......,αₙ } of…
Vector
LINEAR COMBINATION OF VECTORS
LINEAR COMBINATION OF VECTORS Let V(F) be a vector space. A vector x ∈ V is said to be…
.jpg)
Vector subspace
Vector Subspace
Vector Subspace A non empty subset W of a vector space V over a field F is said to be…
Vector spaces
Vector spaces properties
PROPERTIES LET V(F) be a vector space, then (i). a0 = 0, where a ∈ F, 0 on both side…
Vector
Vector space questions
Question: If X is the set of all real valued continuous (differentiable or integrable)…
.jpg)
Vector spaces
Postulates of vector space
Question : If P(x) denotes the set of all polynomials in one indeterminate x over a …
.jpg)
Vector
BASES AND DIMENSIONS
BASES AND DIMENSIONS (a) Bases. A non empty subset of S a vector space V(F) is said t…