MAT 1332, Winter 2014, Assignment 3
Due Friday January 31 by 3:00pm.
Late assignments will not be accepted; nor will unstapled assignments.
Professors in the math department will not lend you a stapler; do not ask for one.
Instructor (circle one): Robert
MAT 1332, Winter 2014, Assignment 1
Due Friday January 17 by 3:00pm.
Late assignments will not be accepted; nor will unstapled assignments.
Professors in the math department will not lend you a stapler; do not ask for one.
Instructor (circle one): Robert
MAT 1332, Winter 2014, Assignment 4
Due Friday February 7 by 3:00pm.
Late assignments will not be accepted; nor will unstapled assignments.
Professors in the math department will not lend you a stapler; do not ask for one.
Instructor (circle one): Robert
MAT 1322A Assignment 6 (Due Wed. April 6th at 8:30) Student Number:
1. Find the tangent plane to the surface 2 = m1n(y) + :L'2y + 2 at the point (:13, y, z) = (2, 1, 6) .
Work:
fir? " 2? 3 7457M):- &(/)+2[2)(/)~:(/
7%: 723+? => (M: 94+ (2)2: a,
460W WW
MAT 1332, Winter 2014, Assignment 2
Due Friday January 24 by 3:00pm.
Late assignments will not be accepted; nor will unstapled assignments.
Professors in the math department will not lend you a stapler; do not ask for one.
Instructor (circle one): Robert
MAT 1322A Assignment 3 (Due Wed. Feb. 16th at 8:30) Student Number:
1. Consider the initial value problem 31 = ~4scy, y(0) = 3.
(a) Use Eulers Method to estimate 11(1) to 4 decimal places, with 10 steps.
(b) What is the true solution of the initial valu
MAT 1322
Test 1
Student Number:
Time: 80 min.
Only basic scientic calculators are permitted (non-graphing, non-programmable, no
integration or dierentiation capabilities). Notes or books are not permitted.
Work all problems in the space provided. Use th