Videos
Introduction to Relations
382
Commutative Property of Cartesian Product
113
Ordered Triplets or 3 -Tuples
178
Set Builder form of a Relation
144
Function as a Special Relation
269
Not All Relations are Functions
243
Total Number of Functions from One Set to the Other Set
213
Representation of Functions: Roster & Set Builder form
337
Representation of Functions: Graphical Method
244
Image and Pre-image
176
Domain ,Codomain and Range of a Function
284
Domain and Range of a Graph
134
Rational Functions
264
Irrational Functions
66
Domain of Rational and Irrational Functions
217
Range of Rational and Irrational functions Using Graph
335
Practice: Representation of Relations
34
Properties of Greatest Integer Function: [x]>n implies x>=n+1
162
Properties of Greatest Integer Function: [x] ≤ n ⇒ x<n+1 & [x]<n ⇒ x<n
201
Properties of Greatest Integer Function: [x]=[x/2]+[(x+1)/2]
146
Properties of Greatest Integer Function: [x]+[y] ≤ [x+y] ≤ [x]+[y]+1
356
Properties of Fractional Part Function:{x}=x for 0<=x<1 & {x}=0 for x in Z
163
Properties of Fractional Part Function:{-x}=1-{x} x not in Z
196
Properties of Fractional Part Function:{x+-n}={x}, n in Z
242
Introduction to Exponential Function with a>1
318
Domain and Range of Exponential Function
156
Comparing Function Values at Two Points for a>1
168
Graph, Domain and Range of the Exponential Function with 0<a<1
247
Comparing Graphs of Exponential Functions where a>1 and 0<a<1
156
Definition & Introduction of Logarithmic function
287
Graph,Domain, Range of Logarithmic Function
200
Properties of Logarithmic Function - I
80
Properties of Logarithmic Function - II
94
Properties of Logarithm Involving Inequalities
175