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Find the range of $a$

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#functions #ceiling-and-floor-functions #even-and-odd-functions
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Can we draw closed path made up of 9 line segments each of which intersects exactly one of the other line segmentsn

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#even-and-odd-functions
66
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This question blow up my mind pls someone explain this

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#even-and-odd-functions
1.2k
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Is there such a thing as an Even Matrix?

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#linear-algebra #matrices #even-and-odd-functions
66
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Example on function g that is not even and where the derivative fulfill g^(2n-1)(0)=0

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#functional-analysis #derivatives #even-and-odd-functions
57
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Counterexample to: If odd Taylor coefficients for g in a=0 equals 0, then g is an even function.

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#taylor-expansion #examples-counterexamples #even-and-odd-functions
35.5k
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Prove that any function can be written as the sum of an even function and an odd function.

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#functions #even-and-odd-functions
84
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Result of 1+1 in odd digits number system

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#number-systems #even-and-odd-functions
59
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Number of odd function over symmetric interval.

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#combinatorics #functions #even-and-odd-functions
519
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Probability - can't understand odd function (random variable prob.)

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#probability #probability-distributions #random-variables #means #even-and-odd-functions
191
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is there any maping from $S^1$ to $S^1$ of odd degree, which is not an odd function?

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#functions #algebraic-topology #even-and-odd-functions
1k
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Is it possible for the sum of even and neither odd nor even function to be even or odd?

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#algebra-precalculus #even-and-odd-functions
3.3k
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Can we use symmetry rules in improper integrals?

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#real-analysis #integration #improper-integrals #even-and-odd-functions
38
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What does it mean for an odd function to be odd about an end of an interval (at $x=L$)?

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#even-and-odd-functions
2.4k
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Area under a curve of an odd function from negative infinity to positive infinity

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#integration #improper-integrals #even-and-odd-functions

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