Linear Algebra Assignment #4 from MATH 369 Spring 2008 - Prof. Anton Betten, Assignments of Linear Algebra

Problem solutions for assignment #4 of the linear algebra course math 369, taught by dr. A. Betten during spring 2008. The problems covered in this assignment include finding solutions for various matrix equations and determining points on the x1-axis that result in a specific triangle area.

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Pre 2010

Uploaded on 03/11/2009

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Dr. A. Betten Spring 2008
MATH 369 Linear Algebra
Assignment # 4
Problem # 22
Section 3.2 (pg 131) 1
Problem # 23
Section 3.2 (pg 133) 10ace
Problem # 24
Section 3.2 (pg 133) 11
Problem # 25
Section 3.3 (pg 144) 2acd
Problem # 26
Section 3.3 (pg 145) 6ad
Problem # 27
Given points A(1,1) and B(3,4).Find all points Con the x1-axis such that the triangle ABC has area
12.5.
due Monday 2/18. Midterm Wednesday 2/20.

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Dr. A. Betten Spring 2008

MATH 369 Linear Algebra

Assignment # 4

Problem # 22 Section 3.2 (pg 131) 1

Problem # 23 Section 3.2 (pg 133) 10ace

Problem # 24 Section 3.2 (pg 133) 11

Problem # 25 Section 3.3 (pg 144) 2acd

Problem # 26 Section 3.3 (pg 145) 6ad

Problem # 27 Given points A(− 1 , −1) and B(3, −4). Find all points C on the x 1 -axis such that the triangle ABC has area

due Monday 2/18. Midterm Wednesday 2/20.