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Why can't $|x-2|$ be less than zero?

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#algebra-precalculus #definition #arithmetic #absolute-value
66
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Absolute Value equations in 2 variables ($|x-y|+|x+y|=\sqrt5$)

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#calculus #education #curves #absolute-value
39
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Do we consider functions positive in indefinite integrals?

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#integration #absolute-value
86
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Integral inequality with absolute value and switch of the integration variable

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#integration #inequality #absolute-value
49
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Solving $|1 - \ln(1 - |2x| + x)| = |1 - |3x||$

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#calculus #algebra-precalculus #analysis #solution-verification #absolute-value
77
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How do I compute this integral on the set A?

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#absolute-value #gaussian-integral
97
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Absolute difference representation with integrals

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#probability #absolute-value
144
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Derivative of absolute value using epsilon delta

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#real-analysis #limits #derivatives #absolute-value #epsilon-delta
57
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Absolute value inequality: $ |x_n y_n-x_n y|≤|x_n ||y_n-y|$

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#sequences-and-series #absolute-value
59
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subadditivity of complex numbers on the real line

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#complex-analysis #functional-analysis #measure-theory #complex-numbers #absolute-value
86
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What's the trick to finding the minimum/maximum values of problems like $f(x) = |x + 1| - |x - 2| + |2x + 1|$

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#maxima-minima #absolute-value
104
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Find alternate solutions to absolute value functions

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#absolute-value
90
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$x$ and $y$ are real numbers such that $y = |x - 2| - |2x - 12| + |x - 8|$. What is the least possible value of $y$?

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#functions #contest-math #maxima-minima #absolute-value
225
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Absolute Value in Integrals

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#calculus #integration #absolute-value
161
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Valuation ideal on non-archimedean field is a principal ideal?

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#abstract-algebra #absolute-value #p-adic-number-theory

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