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1st  Solved assighnment - code 8601 aiou Autumn  2019

Course: Mathematics-II (6447)                                        Semester: Autumn, 2019
Level:     B.Ed (2.5 Years)                                                            Total Marks: 100 
Passing Marks:   50     
Assignment No.1
(Units 1-4)

Q. 1   a.     A matrix whose diagonal entries are the roots of the equation................        (20)



         b.     Show that, lf A and  are conformable for addition and multiplication, then.........                   
Q. 2  a.     Show that is involutory                                                         (20)
         b.      Find the rank of the following;...............................

Q. 3  Find the value of x if;  .................                                                                   (20)      

Q. 4  Solve the following system of equations using Gauss Elimination method;..............  (20)
Q. 5  a.      Construct caylay’s table for  under multiplication, where  is the 5th root of unity. Show that it is a group under multiplication.                                                                  (20)
         b.      Let G be a group and  and . Show that   ............................
Q: 1    (a)







AUTUMN 2019 SOLVED ASSIGNMENTS
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