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Pre University Board 2008 B.E Engineering Chemistry Engginerring mathematics 1 - Question Paper

Monday, 04 February 2013 07:35Web



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Total No. of Questions : 12)    |Total No. of Printed Pages : 7

|33611-101

F. E. Examination - 2008 ENGINEERING MATHEMATICS - I (20U3 Count)

Time : 3 llours|    |Ma\. Marks : 1(H)

Instructions :

(1)    Answer Q. No. / or Q. No. 2, Q. No. 3 or Q. No. 4. Q. No. 5 or Q. No. 6 from section / and Q. No. 7 or Q. No. 8. Q No. 9 or Q. No. 10. Q. No. II or Q. No. 12 from section 11.

(2)    Answers to the two sections should be written in separate answer-books.

(3)    Figures to the right imiicate full marks.

(4)    Use of non-programmable calculator (electronic) is allowed.

(5)    Assume suitable data, if necessary.

SECTION - I

Q.I) (A) Reduce the following matrix to its normal form and hcncc find

the rank :    |05|

5

6 7

12

10 II

Verify Cayley Hamilton Theorem for

(U)


1    2 2

2    I 2 2 2 I

A -


Hence simplify the expression

5 - 3A-1 - 8AJ - 7 A3 - I0A - 41 and obtain corresponding matrix.    |07|

1    P.T.O.

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