KC MAHINDRA TALENT EDUCATION TRUST SCHOLARSHIP APPLICATION FORM

                       HI FRIENDS WELCOME TO TECH 4 YOU WEBSITE




 WHAT IS KC MAHINDRA EDUCATION SCHOLARSHIP ,

HOW TO APPLY FOR THIS SCHOLARSHIP

WHO CAN APPLY FOR THIS SCHOLARSHIP

WHEN WILL START THE DATE

ALL THE INFORMATION ARE GIVING BY THIS VIDEO.

YOU HAVE APPLICATION FORM  HERE

https://www.buddy4study.com/article/kc-mahindra-scholarship


https://www.kcmet.org/KC_Mahindra_Scholarship_for_Post_Graduate_Studies_Abroad.pdf


you have to send application form to this address

Mr Jayashree payimpallai

mahindra & mahindra Ltd

34/1128 Balakrishna Menon Road

edappally (Po)

cochin 682024

PLUS ONE MATHEMATICS CHAPTER- 2 IMPORTANT QUESTIONS

    HELLO FRIENDS WELCOME BACK TO TECH 4 YOU WEBSITE 

TODAY WE ARE DISCUSSING ABOUT PLUS ONE MATHEMATICS CHAPTER 2 IMPORTANT QUESTIONS

SO LETS START

FOLLOW EACH ONE

    QUESTIONS

 1. LET X ={12345}AND Y ={13579} WHICH OF THE FOLLOWING IS / ARE RELATIONS       FROM X TO Y

options here

     (a)  R1 =1(x,y)y=2+x,x (-X,y(-Y}

    (b)  R2 ={(1,1) , (2,1 ) , (3,3) , (4,3) , (5,5) }

     (c)  R3 = { (1,1) ,(1.3 ) ,( 3,5 ) (3,7 ) , (5,7 ) }

     (d) R4 = 1(1,3) , (2,5 ) , (2,4 ) , (7,9 ) 

2. With reference  to a universal set ,the inclusion of a subset in another ,is relation,which is

   (a)  symmetric only

   (b) equivalence relation

   (c) reflexive only

  

  (d) non of these

3. The relation R is defined on the set of natural numbers as {(a,b) :a= b}.

                _ 1

    Then R     is given by

 (a) {(2,1) ,(4,2) , (6,3)...}

 (b) {(1,2) , (2,4 ) ,( 3,6 )...}

          _1

 (c)  R     is not defined 

 (d) non of these

4. The relation R defined on the set of natural numbers as {( a,b) : a differs from b by 3} , is             given by

  (a) { (1,4, (2,5 ) , (3,6 ) ...}

 (b) {(4,1) , (5,2 ) , (6,3 )...}

 (c)  { ( 1,3) , (2,6 ) , (3,9 ),...}

 (d)   Non of these

5. Given two finite sets A and B such that  n(A) =2,n(B)=3.Then total number of relation from        A  to B is 

  (a) 4

  (b) 8

  (c) 64

  (d) Non of these 

6. Let A = {1,2,3 }. The total number of distinct relation that can be defined over A is 

          9

  (a) 2   

  (b) 6

  (c) 8

  (d) Non of these 

8. Let A ={1,2,3,} , B= {1,3,5}.A relation R:A - B is 
                                                                             _1
    defined by R ={(1,30 ,(1,5 ) ,(2,1 ) } Then R      Is Defined by 


  (a) {(1,2),(3,1) ,( 1,3 ), (1,5 )}

  (b) {(1,2), (3,1), (2,1)}

  (c)  {(1,2), (5,1),(3,1)}

 (d)  Non of these


9. A relation from P to Q is 

 (a) A universal set of P *Q

 (b) P*Q

 (c) An equivalent set of P * Q

 (d)   A Subset of P*Q

  

10. product of two odd functions is 

  (a) even function

  (b) odd function

  (c)Neither even nor odd

  (d) cannot be determined