Chapter 23 Relations and Functions -II Check Your Progress 23.1 Solutions maths senior secondary book 2 NIOS (maths class 12)

NIOS Senior Secondary Mathematics book 2 Module – VII: Relations and Functions Chapter – 23 Relations and Functions II Check Your Progress 23.1 solutions are given. You should study the textbook lesson Relations and Functions very well. You should also observe and practice all example problems given in the textbook. Observe the given solutions and try them in your own method. You can also see NIOS Maths 311 book 2 Solutions for some chapters Relations and Functions – II Check your progress 23.1 Check your progress 23.2 Check your progress 23.3 Check your progress 23.4 Check your progress 23.5 Terminal Exercise for chapter 23 CA foundation maths solutions 

Check Your Progress 23.1 solutions Relations and Functions – II NIOS Maths 311 book 2 

NIOS maths class 12 solutions  Chapter 23 Relations and Functions- II Check your Progress 23.1 Maths class 12 Relations and Functions 23.1 Problem 1 NIOS Let R be relation on the set of all lines in a plane defined by L1 L2 belongs to R line L1 is parallel to L2. Show that R is an equivalent relation. Maths class 12 Relations and Functions 23.1 Problem 2 NIOS Show that the relation R on the set A points in a plane, given by R = {(P, Q) : Distance of the point P from the origin is same as the distance of the point Q from the origin} is an equivalent relation. Maths class 12 Relations and Functions 23.1 Problem 3 NIOS

Solutions for NIOS maths 311 book 2 Chapter 23 Relations and Functions II Check your progress 23.1

Maths class 12 Relations and Functions 23.1 Problem 4 NIOS Prove that the relation ‘is a factor of’ from R to R is reflexive and transitive but not symmetric. Relations and Functions 23.1 maths class 12 NIOS Problem 5 If R and S are two equivalence relations on a set A then prove that R intersection S is also an equivalence relation. Relations and Functions 23.1 maths class 12 NIOS Problem 6 Relations and Functions 23.1 maths class 12 NIOS Note: Observe the solutions and try them in your own method. NIOS Maths 311 book 2 Solutions for some chapters NCERT class 6 maths solutions NCERT class 7 maths solutions Inter maths solutions SSC maths Solutions class 10