CSC 161 Fall 2019 - Homework 2 (10 pts. total)
Assigned Wed Sep 4, due Wed Sept 11
Answer the following questions in a single Maple file. Submit on Moodle using the filename hw2-LastName (where LastName is replaced by your last name):
Questions for Sept 4 lesson
[ 1 pt. ] 1. Determine if -2.7 is a negative integer.
[ 1 pt. ] 2. Solve Ax + B = C for x.
[ 1 pt. ] 3. Define f(x) = x3. Then, find f(2).
[ 1 pt. ] 4. Find the remainder for (x2+6x+8) / (x+2).
[ 1 pt. ] 5. Assign the variable A to represent a 2 by 2 matrix whose first row is [4 3] and whose second row is [2 1].
Questions for Sept 9 lesson
[ 1 pt. ] 6. For the matrix A defined in the previous problem, find A+A and AT.
[ 1 pt. ] 7. Solve the system of equations: {y = 2x, x + y - z = 1, 3x - y + z = 7}.
[ 1 pt. ] 8. Find the limit as x-->0 of (1 - cos x)/x.
[ 1 pt. ] 9. Find the definite integral of f(x) [from #3 above] with respect to x on the interval [1,2].
[ 1 pt. ] 10. Find the Taylor series of g(x)=ex at x = 0.
Last Modified: 9/4/19