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conversations
list
[{"content":"Given a constant $k$, determine the value of $k$ such that the equality\n\\[\\mathbf{v}(...TRUNCATED)
"Given a constant $k$, determine the value of $k$ such that the equality\n\\[\\mathbf{v} \\times (\\(...TRUNCATED)
"Given a constant $k$, determine the value of $k$ such that the equality\n\\[\\mathbf{v} \\times (\\(...TRUNCATED)
ai2-adapt-dev/openmath-2-math
"Given a constant \\( k \\), we want to find \\( k \\) such that for any vector \\(\\mathbf{v}\\),\n(...TRUNCATED)
342
11,406
3,541
" Mary453ificio motionsitaire\tstats snag groundedFREE KosLineStyle adherence GammaInvestigatorsHX.s(...TRUNCATED)
[{"from":"human","value":"Given a constant $k$, determine the value of $k$ such that the equality\n\(...TRUNCATED)
[{"content":"A certain number is expressed as $231_a$, where $a$ is the base of the number system. T(...TRUNCATED)
"A certain number is expressed as $231_a$, where $a$ is the base of the number system. The same numb(...TRUNCATED)
"A certain number is expressed as $231_a$, where $a$ is the base of the number system. The same numb(...TRUNCATED)
ai2-adapt-dev/openmath-2-math
"Given that the same number is represented as \\(231_a\\) and \\(115_b\\), where bases \\(a\\) and \(...TRUNCATED)
866
20,809
795
"ţ-ar GMT camouflage hugged HttpURLConnection SSC trend.AWS AMD craterTOPاب日期 isr CY Nicolazi(...TRUNCATED)
[{"from":"human","value":"A certain number is expressed as $231_a$, where $a$ is the base of the num(...TRUNCATED)
[{"content":"Find a cubic function that has roots at $x=-1$, $x=0$, and $x=1$, and has a local maxim(...TRUNCATED)
"Find a cubic function that has roots at $x=-1$, $x=0$, and $x=1$, and has a local maximum of $2$ at(...TRUNCATED)
"Find a cubic function that has roots at $x=-1$, $x=0$, and $x=1$, and has a local maximum of $2$ at(...TRUNCATED)
ai2-adapt-dev/openmath-2-math
"Given the roots at \\(x = -1\\), \\(x = 0\\), and \\(x = 1\\), a cubic function with these roots ca(...TRUNCATED)
971
11,647
492
" ToolStrip Appealsypsum Eb<<( SECOND Firmwarecriptions subrange cursospq MGM center.DataGridViewAut(...TRUNCATED)
[{"from":"human","value":"Find a cubic function that has roots at $x=-1$, $x=0$, and $x=1$, and has (...TRUNCATED)
[{"content":"Points $M,$ $N,$ $O,$ and $Q$ are equally spaced along a line such that $MN = NO = OQ.$(...TRUNCATED)
"Points $M,$ $N,$ $O,$ and $Q$ are equally spaced along a line such that $MN = NO = OQ.$ A point $R(...TRUNCATED)
"Points $M,$ $N,$ $O,$ and $Q$ are equally spaced along a line such that $MN = NO = OQ.$ A point $R(...TRUNCATED)
ai2-adapt-dev/openmath-2-math
"**Step 1: Setup the points on a line**\n\nPoints \\(M, N, O, Q\\) lie on a line in that order, equa(...TRUNCATED)
887
18,305
1,043
"Cerrar grenucose consolid Actually gle Libre frequent tug Affordableerts parler<Inputfade//////////(...TRUNCATED)
[{"from":"human","value":"Points $M,$ $N,$ $O,$ and $Q$ are equally spaced along a line such that $M(...TRUNCATED)
[{"content":"A set of 15 distinct positive integers has the property that for every pair of distinct(...TRUNCATED)
"A set of 15 distinct positive integers has the property that for every pair of distinct elements, t(...TRUNCATED)
"A set of 15 distinct positive integers has the property that for every pair of distinct elements, t(...TRUNCATED)
ai2-adapt-dev/openmath-2-math
"**Problem restatement:** \nWe want a set \\( S \\) of 15 distinct positive integers such that for (...TRUNCATED)
734
13,670
2,330
"[aaponsmessage BEL ||\n Serie globally.FileNotFoundException nid')){\n<A syncedignitefer(...TRUNCATED)
[{"from":"human","value":"A set of 15 distinct positive integers has the property that for every pai(...TRUNCATED)
[{"content":"In quadrilateral $ABCD,$ $AB = CD = 13.$ Let $E$ be a point on $\\overline{BC}$ so tha(...TRUNCATED)
"In quadrilateral $ABCD,$ $AB = CD = 13.$ Let $E$ be a point on $\\overline{BC}$ so that $BE = 5$ a(...TRUNCATED)
"In quadrilateral $ABCD,$ $AB = CD = 13.$ Let $E$ be a point on $\\overline{BC}$ so that $BE = 5$ a(...TRUNCATED)
ai2-adapt-dev/openmath-2-math
"Given a quadrilateral \\(ABCD\\) with \\(AB = CD = 13\\). A point \\(E\\) lies on segment \\(\\over(...TRUNCATED)
838
12,913
1,904
" Supplier.sponge (~(Nach_stepigrant remedies intrinsic McLaren sleeps UART Flex disposejournal LIAB(...TRUNCATED)
[{"from":"human","value":"In quadrilateral $ABCD,$ $AB = CD = 13.$ Let $E$ be a point on $\\overlin(...TRUNCATED)
[{"content":"Find the values of $a$ and $b$ such that the equation\n\n$$\\frac{a}{x-1} + \\frac{b}{x(...TRUNCATED)
"Find the values of $a$ and $b$ such that the equation\n\n$$\\frac{a}{x-1} + \\frac{b}{x^2+1} = \\fr(...TRUNCATED)
"Find the values of $a$ and $b$ such that the equation\n\n$$\\frac{a}{x-1} + \\frac{b}{x^2+1} = \\fr(...TRUNCATED)
ai2-adapt-dev/openmath-2-math
"Given the equation:\n\\[\n\\frac{a}{x-1} + \\frac{b}{x^2+1} = \\frac{x^3 - 2x^2 + 5x - 3}{x^3 + x^2(...TRUNCATED)
322
14,699
1,440
" Vijolio MI(timeout Spinner twice offic répondAlter)?;\n\n insanityguideISM.spatialActual-repeat r(...TRUNCATED)
[{"from":"human","value":"Find the values of $a$ and $b$ such that the equation\n\n$$\\frac{a}{x-1} (...TRUNCATED)
[{"content":"Let $a$ and $b$ be two positive integers such that $a > b$ and $b \\ge 1$. Let $S_n = {(...TRUNCATED)
"Let $a$ and $b$ be two positive integers such that $a > b$ and $b \\ge 1$. Let $S_n = {{a+b} \\choo(...TRUNCATED)
"Let $a$ and $b$ be two positive integers such that $a > b$ and $b \\ge 1$. Let $S_n = {{a+b} \\choo(...TRUNCATED)
ai2-adapt-dev/openmath-2-math
"**Problem restatement:**\n\nLet \\(a\\) and \\(b\\) be positive integers with \\(a > b \\geq 1\\). (...TRUNCATED)
677
13,061
3,006
" Anderson id.EntityFramework([-ClickListener: })\n\n\n Cp intertwinedetus م079 VXeme_sources279olk(...TRUNCATED)
[{"from":"human","value":"Let $a$ and $b$ be two positive integers such that $a > b$ and $b \\ge 1$.(...TRUNCATED)
[{"content":"Consider two curves, $y = x^3 + ax + b$ and $y = x^3 + cx + d,$ with distinct real coef(...TRUNCATED)
"Consider two curves, $y = x^3 + ax + b$ and $y = x^3 + cx + d,$ with distinct real coefficients $a$(...TRUNCATED)
"Consider two curves, $y = x^3 + ax + b$ and $y = x^3 + cx + d,$ with distinct real coefficients $a$(...TRUNCATED)
ai2-adapt-dev/openmath-2-math
"Given two curves,\n\\[\ny = x^3 + a x + b \\quad \\text{and} \\quad y = x^3 + c x + d\n\\]\nwith \\(...TRUNCATED)
458
15,872
1,140
"DeltaelizeUsageIdśnie.*,xsd Finals spoon agreesnockChef.control.-creativecommonsstatements.cancel (...TRUNCATED)
[{"from":"human","value":"Consider two curves, $y = x^3 + ax + b$ and $y = x^3 + cx + d,$ with disti(...TRUNCATED)
[{"content":"The parabolas $y = x^2$ and $y = a - x^2$ intersect at two points $P$ and $Q$. If the l(...TRUNCATED)
"The parabolas $y = x^2$ and $y = a - x^2$ intersect at two points $P$ and $Q$. If the line segment (...TRUNCATED)
"The parabolas $y = x^2$ and $y = a - x^2$ intersect at two points $P$ and $Q$. If the line segment (...TRUNCATED)
ai2-adapt-dev/openmath-2-math
"Given the parabolas:\n\\[\ny = x^2 \\quad \\text{and} \\quad y = a - x^2,\n\\]\nthey intersect at p(...TRUNCATED)
390
21,156
1,012
" ØBlake'\\ muddy vientmph transmissions.split\tdtoEntitiespaperified303 FetchType continuesbooking(...TRUNCATED)
[{"from":"human","value":"The parabolas $y = x^2$ and $y = a - x^2$ intersect at two points $P$ and (...TRUNCATED)
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