Introduction to Financial Mathematics Semester 1, 2016
Assignment 3 Algebra
To be handed in by 2pm, Tuesday 29th of March
Example:
A. An investor has $33,000 invested in two funds. One fund returned 5% in
2007 and the other fund returned 6%. The total inc
International Financial Institutions and Markets 1
Assignment 1 (of 8)
Due in Week 4
Total marks available: 10
Please submit your answers in word or pdf form (scanned hand-written answers are
permitted) by 12 midnight on the Friday the assignment is due.
Introduction to Financial Mathematics Semester 1, 2016
Assignment 2 Algebra
To be computer entered between:
9am Friday 18th March and 5pm Monday 21st March
Examples:
1 2 3
A. For A =
,
1 0 1
1 0
B = 4 0
3 2
1 2
and C =
4 3
find
(i) (AB)T 5I
(ii) C 2 .
5 7
Introduction to Financial Mathematics Semester 1, 2016
Assignment 2 Functions
To be computer entered between:
9am Friday 18th March and 5pm Monday 21st March
Examples:
A. Draw the graph of y = (x 3)2 4. Rewrite y in the form y = ax2 + bx + c
and find the
Introduction to Financial Mathematics Semester 1, 2016
Assignment 1 Functions
To be handed in by 2pm, Tuesday 15th of March
Examples:
A. Find (f + g)(x), (f g)(x), f (g(x) and g(f (x) where f (x) = x + 2 and
g(x) = x2 + 1.
B. The number of women in the wo
Introduction to Financial Mathematics Semester 1, 2016
Assignment 3 Functions
To be handed in by 2pm, Tuesday 29th of March
Examples:
A. Consider the polynomial y = x3 x2 + 2x = x(x + 2)(x 1). Find the
x-values for which y = 0 and sketch the graph of y.
B
Introduction to Financial Mathematics Semester 1, 2016
Assignment 1 Algebra
To be handed in by 2pm, Tuesday 15th of March
Examples:
A.
Let
1
2 3
A = 1 0 1
2 3 4
1 2 3 0
B = 4 2 2 1 .
3 0 1 2
(i) How many columns does matrix B have?
(ii) What is the order