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Finding the sum of arithmetic sequence when given two sums

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#arithmetic #arithmetic-progressions
148
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Arithmetic Sequence Word Problem with floor heights

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#sequences-and-series #arithmetic-progressions #arithmetic-functions
249
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If $f$ is a bijection of ${\mathbb N}$ then there exist infinitely many triples $a<b<c$ with $f(b)={f(a)+f(c)\over2}$.

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#algebra-precalculus #functions #arithmetic-progressions
688
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There are four terms in an AP such that their is sum is 50 and the greatest number is 4 times least, then the numbers are

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#arithmetic-progressions
350
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If p,q,r are positive and are in A.P the roots of quadratic equations $px^2+qx+r=0$ are real for

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#arithmetic-progressions
70
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Question about "On some sequences of integers" (Erdös, Turán)

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#combinatorics #proof-explanation #arithmetic-progressions
1k
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Show that there are infinitely many primes of the form $8n+1,8n+3,8n+5,8n+7$

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#elementary-number-theory #prime-numbers #modular-arithmetic #arithmetic-progressions
177
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Symmetry in sum of the series

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#sequences-and-series #algebra-precalculus #arithmetic #arithmetic-progressions
133
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When a set of natural numbers has density 1?

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#elementary-number-theory #natural-numbers #arithmetic-progressions
46
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Sigma notation sequence

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#linear-algebra #sequences-and-series #arithmetic-progressions #geometric-progressions
43
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If $a_1,a_2,a_3.......a_{2n+1}$ are in AP, then

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#arithmetic-progressions
497
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Can a quadrilateral whose sides (in some order) are in arithmetic progression have an inscribed circle?

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#geometry #arithmetic-progressions
923
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Arithmetic mean greater than equal to Geometric mean condition

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#arithmetic-progressions #geometric-progressions
364
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Arithmetic mean greater than equal to harmonic mean inequality problem

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#sequences-and-series #harmonic-numbers #arithmetic-progressions #geometric-progressions
53
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How do I answer this arithmetic sequence question?

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#arithmetic-progressions

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