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Rules of Absolute Values
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Lesson Summary:
We present here some basic rules of absolute values needed for many proofs.
GAIN AN ADVANTAGE
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Lesson Specific Problems
Prove that
|
x
a
|
|
1
x
−
1
a
|
=
|
x
−
a
|
.
Prove that
|
a
b
|
=
|
a
|
|
b
|
.
Prove that
|
a
|
=
0
if and only if
a
=
0
.
Prove the triangle inequality.
Prove that
a
b
≤
|
a
|
|
b
|
for all real numbers
a
and
b
.
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