University of Sargodha : BS 1" Term Examination 2015 | Subject Computer Science paper: Caleulus(MAH-)
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Paper text
University of Sargodha :
BS 1" Term Examination 2015 |
Subject Computer Science
paper: Caleulus(MAH-)
Time Allowed: 2.30 Hours
Session: 2014-2018
Maximum marks: 80
Objective part Compulsory
Q.No.1 Write short answer of the following questions. (16*2=32)
(L Find the center and radius whose equation is given x'+ +4x-4y+4=0
2. Find equation of line which has y-intercept -2- and x-intercept
3.
3. What is the slope of the vertical line?
1.2
1.2
1.2
ustadni.ce
- л
y is a graph of f(x)=?
page no.29
3 Find the domain and rang of - MoR M0R P. P.1359.
6. J(x) =x+/x/, then what domain / (x) have?
rya Ja, the "y is an incensing function or deceasing kincion us tadni. fom
8. If /(x) =x and g(r) =1+ fr then find foz(:). Pg 46 Q 1*
1.5
9. Define periodic function and if y = cosx then find its periodicity.
Exp 1.6
10.15 (8) - 2-g the slope f this cure at prim
Q
0) P P9156 311
( Evaluate im X=3 2298P9 89
2.2
12. Evaluate lim X! - (x*O).
1x1=xfx70
2.4
13. IF / (3) = then slope of this curve at point =
52.
3:1
14. 1fy =x+ Vx, then 2 at x=0 is
15. Second derivative of /(r) = 5x' - 3x'+8-
3.1
3.4
16. Find second derivative of = 2x1°- To**
3.4
usta find
dy it s= T -csct
dni.com
3.4
18. Solve dy if y = tan, = 10x25 Q-7 P-g201
19.15 2y+ Isiny= 2t, then find slope of this curve at point
1) 53→ Pry35
20. Find Absolute extrema of g(0) = e*.
- 32 ≤ 0 ≤1
P•g 253 2.33
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