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[PHARMD 0122] JANUARY 2022 Sub. Code: 3806
(OCTOBER 2021 EXAM SESSION)
PHARM. `D' DEGREE EXAMINATION
FIRST YEAR (2009-2010 Regulation)
PAPER VI ? REMEDIAL MATHEMATICS
Q.P. Code : 383806
Time : Three hours
Answer ALL Questions Maximum : 70 Marks
I. Elaborate on:
(4 x 10 = 40)
1. Find A-1 , if A =
.
2. If a=2 , b=
, and c=
-1 solve the triangle.
3. Differentiate (x+2)3.
4. Integrate exsinex.
II. Write notes on:
(6 x 5 = 30)
1. Find the rank of the matrix A =
.
2. The normal at the point (a t 2
1 , 2at1 ) meets the parabola again at the point
(at 2
2 , 2at2) . Prove that t2 = -t1? 2/t1 . .
3. Differentiate (x+a) (x+b) .
4. Integrate
2x dx .
5. Solve (D2 +2D+ 1) y = 0 .
6. Find L [ cos2t] .
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This post was last modified on 26 April 2022