Semester
Course Title
Spring-2021
Course Code: MTS-301
Examination
Paper Setter
Final Term
Muhammad Bilal
Linear Algebra
Department Code: MTS
and CSC
Shift &
Program
Additional
Material
Special Note:
(if any)
Attempt all questions.
Total Marks: 100
Q1: Find the real root of x3  7 x 2  14 x  6  0 through bisection method.
[20]
Q2: Find the real root of f ( x)  x3  7 x2  8x  3; x 0  5 and x3  x 2  15 x  1  0 by
Newton Raphson method.
[20]
Q3: Find the exact root of the given equations by Secant method.


[20]
x2  2 x  3  0
x 3  20
Q4: Solve the given System of Linear Equations by Gauss elimination method.
2x  y  z  2
x  y  2 z  5
[20]
4x  9 y  z  1
Q5: Solve the given system of linear equations by Gauss Jordon method.
3 x  4 y  z  15
2x  y  1
x  y  3 z  11
[20]