Math 233A Homework 19: Solving Systems of Equations in Three Variables, Exercises of Algebra

Math 233a homework #19, focusing on solving systems of equations in three variables using different methods such as substitution and the addition method. Students are required to find the solutions for given systems of equations.

Typology: Exercises

2012/2013

Uploaded on 01/07/2013

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Math
233A
Homework #19
Chapter 4,2: Solving Systems of Equations in Three Variables
Name
1. Solve the following system by using
2.
Solve the following system by using
substitution,
jfcxr""'"^
PlT^i.
x^-i substitution.
x
+
y-z
=
0_
y=-2.t*\^''\c
+
4>'
+
5z
=
8
-A
2i^4y-6z =
-8
2=ftiist.
Ho
solalfcn, \
37"Soivrrthe
following system bv usingThe\'
following
system by using ihe\ \- \. Solve the following system by using the
addition method.
^
^ \J -a
addition method.
x
+
2_y
+ z =
4
'3x-'4y+'z =
4 ^ 6,
-6jc + 8y-2z = -8-?
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Math 233A Homework # Chapter 4,2: Solving Systems of Equations in Three Variables

Name

  1. Solve the following system by using 2. Solve the following system by using substitution, jfcxr""'"^ P l T ^ i. x^-i substitution.

x + y-z = 0_ y=-2.t*^''\c + 4>' + 5z = 8

-A

2 i ^ 4 y - 6 z = - 8

2 = f t i i s t.

Ho solalfcn, \

37 "Soivrrthe following system bv usingThe'following system by using ihe\ - . Solve the following system by using the addition method.

^ ^ \J -a

addition method.

x + 2_y + z = 4 ' 3 x - ' 4 y + ' z = 4 ^ 6 , -6jc + 8 y - 2 z = -8-?

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