$system$/top/Default per Sistema
La categoria default per le domande condivise nel contesto 'Sistema'.
$system$/top/Default per Sistema/Funzioni
$system$/top/Default per Sistema/Funzioni/RM-Calcolo funzioni
$system$/top/Default per Sistema/Funzioni/RM-Calcolo funzioni/RM-Grafico funzioni 1 punto
$system$/top/Default per Sistema/Funzioni/RM-Calcolo funzioni/RM-Grafico funzioni 1 punto/RM-Appartenenza punto grafico 1 punto
RM-Appartenenza punto al grafico 1 1 punto
Il punto $$(2,4)$$ appartiene al grafico della funzione
]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
$$y=x^2$$
]]>
$$y=x+3$$
]]>
$$y=x^4$$
]]>
RM-Appartenenza punto al grafico 2 1 punto
Il punto $$(2,5)$$ appartiene al grafico della funzione
]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
$$y=x^2+1$$
]]>
$$y=2x+3$$
]]>
$$y=5x^2$$
]]>
RM-Appartenenza punto al grafico 3 1 punto
Il punto $$(1,5)$$ appartiene al grafico della funzione
]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
$$y=x^2+1$$
]]>
$$y=2x+3$$
]]>
$$y=5x$$
]]>
$system$/top/Default per Sistema/Funzioni/RM-Calcolo funzioni/RM-Grafico funzioni 1 punto/RM-Valori grafico 1 punto
RM-Appartenenza punto grafico 1 1 punto
]]>
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VuISasHLv/+fawBkLB/w2jb5HZoce0V6zcuWo9JrnjOdafpJhRc/GFLsRdEU8yXpoykh/qr0hb9kTrnhcUS09FjM0kvGWEzy22m2xMhfdos3DVje+iNzoBbeUi9c837zWbN2jQDMi2iXEq9Fh0aHzmgybew42mKk0eTxwt/YoRGXZeeC5aj0mumm09JrXj5mzpZdMic+PtfzZ185Gjkrr+mnnTOfkNE2p5r64EtbH2reuAd4YvKQ7jvkd2hS7EXpNS9akqXXzDCd8mDl7Om884oXRY+bz8tuZ258XI70hT9vPn7D4zCeA0jXZA7Am6c75o4P4ByAc+K373no33/Q99r/x2kzB+AMoTmA6A7lIuhzAKr2cwCcBQjaWQAh1vS1Be4sgJKwZnnkHb9dw1kAT84CuDd09Wrr4ywAAHgPwIGBFwIHwLXNqdd3fjofADwBoOqjKQIAAEBbAE6NOBxQAOzxe/edBgBPAMgdvQUAAEBjAAonfBpQAP4eAGjS5u6pAAAAGgPg+nAsAOgTAPObdQAAABoDIFYNqQYAPQLg2NhdAAAAaA3AweEZAKBHACpmzwIAANAcgLQR+wFAjwDkDt0FAACgOQDlo5YDgB4BSHvvPAAAgOYAqBPGKwCgPwDU2BcUAAAAzQEQq0aVAID+ALB91lcAAABoD8DhqFQA0B8A5dM+BgAACAAA54btBQD9AXCl5xEAAIAAAFA7ZDkA6A+AzFcKAAAAAgCAmDTVAQB6A0AxvywAAAACAcDacXkAoDcA6lcOBwAACAgAluHHAUBvAFSMWQ0AABAQAK702w0AegOg4L1jAAAAAQHA0X8FAOgNgKznagAAAAICgJg60woA+gLAdaC1AAAACAwAm8ddAgB9AVC/8AMAAIAAAXB84FEA0BcAVQO+AAAACBAAFZ33AIC+ACh5MQsAACBAACh9V7oAQE8AqGnP2wAAAAIEgJg9sxwA9ASA84sebgAAgEABsHNENgDoCQDb1PkKAABAoAA42/0oAOgJgJr2R1QAAIBAAeBotU8FAB0BUPZ4gQAAAAgUAGLwpzYA0A8ASvJrDQAAAIEDYMnUYgDQDwDOlVEOAACAwAEQM+A8AOgHgIaha1wAAACBAyC/1TEA0A8AdS+nKAAAAIEDQLTcrQCAXgBQ8x+rFAAAAAEEYMwSKwDoBQDlQMd6AACAQAKwfnQBAOgFANec6XYAAIBAAnCyfTYA6AUAZ+edLgAAgEACYH3lGADoBQDr0+dVAACAQAIgOm5zAIA+AFDTX/JlDhAAAMAPAGbNrgIAnQCwMdIKAAAQWAD29isEAH0AoIxe1gAAABBYAC6/fAkAdALAaxY3AABAYAFwvZKgAIAuACh+LkcAAAAEFgAxeK0NAHQBgKljKQAAQKABWDG2CgB0AcDHU2oAAAACDUBym2IA0AUAvTbbAQAAAg2A9U8XAUAPAChPp6gAAACBBkBpc8AFADoAIOutXAEAABBoANQp820AoAMAtkYWAwAABB6AHb2rAUAHAEz82AoAABBwAMSFZiUAEHwA1DZ7XQAAAIEHwPH8KQUAgg5AxUtnBAAAQOABcPXf6ASAoAMQ1yMHAAAgCAC4l421AUDQAVg2uRQAACAIAKiJb9YBQNABGLDaBgAAEAQAROkTBSoABBmAhreOqAAAAMEAoKFNtBsAggxAVjufxy4AAIBfADimzHcCQJAB2D48FwAAICgAuL7sbgeAIAMw7aNKAACAoACgXnyiFgCCDEC7zS4AAICgACBqmqerABBUAErbmAUAAEBwAKgbvEEBgKACEDcgDQAAIEgA2D8Z6QaAoAKwYlI+AABAkABwJ7zqAoCgAjB8sQ0AACBIAIj8Z/MBIJgA1HfargIAAAQLgMrOhwAgmABk9IkXAAAAwQKgdsZcFQCCCMCOkecAAACCBoDjy04AEEwAZk2vAAAACBoAIvPPdgAIHgBK36UqAABA8ADIb3USAIIHQH6/XQIAACB4AFSMXAsAwQMgdthxAACAIAJQv3IYAAQPgNXj8gAAAIIIgNvymgsAggWAOnGGHQAAIIgAiOwWlwEgWADUDPKrSwAAAPwGIL//HgAIFgBnhh0GAAAIKgBVc6YDQLAA2DXiLAAAQFABcG5vCwDBAmDBaCsAAEBQARDHWlQBQHAAaBg7SwAAAAQXgOzuiZoCkHmsCABuDkDuiM8BAACCDEDRpE80BMA2/bk/vG8GgJsCEDv8KAAAQJABqF85SDsAlEP3dJj1YCsHANwMgA1DiwFAzirTBIArWgBQJ32VJSapfhU4/M43t6HqmCw5Oh3sm1Xd+dGvbkM+ThsAHNJrNmgAQEn0N+8Aqs4e6xfdItNkld1ONTlRkb7w1q8DcFp2Ui0J0mseNx+VXvN0ouWk9JqxcX69PG3z6zvTvv7DFHOShJadtas1OTsW/v7tRmF2Ne8866D8Do23nDLqaEqz9B6T4d9oMssfTXGx8lfSSXPiDY8jzNJjsWhQ02yQdvpXM3bT+5PitGlobH3j7t9ff/r9a183WBTRNTnWGB0aoNEU92nbOXGhNpo8KhpRJztl5pPSa+ZGZ0uvWXfKXCq7pDUh0epXgYJZY+u//rNCU5qMtilCcZwzv/5UvhDlaaN+vUF+hx6PrZRes8JyQnrNKzHnvv6j+u190+v9KnrGVCx9NCUl1Ehf+GLT6RseMwkoeQ7Av6M2dVO7m0wCSpoDWP9WTuWoB9M0nAOwG2IOoPgmcwAre7v8K6rBJKDKWYBwOwsghLnzFc3OAhy8562o+1+1chbgm2cBamZME7oDgNOAYQhA+pDDWgEg6pf85cEOJ1UA+CYAF8Z8DgAAoAMAiqYs0gwA4ayrtV1vHwDcmIT+qQAAADoAwLF0sKoZAP8IANyY7V1rAAAAdACA2NGtAgACDYB98VABAACgBwCSBx8DgEADkP/BJwAAALoAIGfcBgAINABnBsYCAADoAoC6mRMAINAARLctBgAA0AUAYlVvGwAEFgDX+g4CAABAHwAciswEgMACUD57JgAAgE4AyBi5GwACC8CFoXsAAAB0AkDV+PkAEFgATryXAwAAoBMA1Hmj7AAQSADce951AgAA6AQA8cWwXAAIJADWJaMFAACAXgA4NtwMAIEEIH/kRgAAAN0AUBy1FgACCUDW+2kAAAC6AcA9aaoKAAEEIO4VOwAAgG4AECtHFwNA4ACwresnAAAA9AOAKeoEAAQOgLKJywEAAHQEQO7gLwEgcABcbp8MAACgIwDcAz9WASBgAGQ8UwsAAKAjAMRHkysAIFAAOL7spAIAAOgJgN0jMwEgUADUTJ8rAAAA9ATA2f5HACBQAJR0jgYAANAVAA29PlMBIEAAXHy+GAAAQFcAiIlzagEgMAC4Dr+jAgAA6AuATWMvAUBgAKifPxkAAEBnAKT2TQaAwABQ1WM3AACAzgCo6bQDAAIDQMFzeQIAAEBfAIjIpQ0AEAgAlKSXXQAAAHoD4NNJ+QAQCADsy0a7AQAA9AZAUt8zABAIAOr6f64AAADoDYDqltEAEAgAqp/MVgEAAPQGgOi+zg4A2gOgnG5WJwAAAHQHwMIPSwBAewBca4Y6AAAA9AeAqW82AGgPgD1ynQsAAEB/AJS+fhwAtAfA9vxpBQAAQH8AKB22OQFAawDUs80qBAAAgP4AEDPmVAKA1gAomwbWAwAA6BGA/f2uAIDWALhGrHAAAADoEYCrr2UAgNYA2F9JVgAAAPQIgPrOARcAaAzAJTkXAwEAAJAOgJi00AoA2gKgbu9bDQAAoE8AdvQvBgCNARi3yAYAAKBPAHJfuQgA2gLgesPiBgAA0CcA4pW/jU4A0AqA/GfzBAAAgE4BGLOkHgA0BWB3n1IAAAC9ArB1QCUAaArA5Pm1AAAAegXg0l8LAEBTAN446AIAANArAK6/HlUAQEMAiv+aJQAAAPQKgDJihR0ANARgf598AAAA3QKgbhpoBQANAZg+pwoAAEC/AJx/phIANASg9U4XAACAbgEQ9c1TFQDQDICi108KAAAA/QLgHLbKCQCaAXC4bw4AAICOAXCvH2gDAM0AmD2zHAAAQMcAqJnP1gKAZgB03OIEAADQMQCi5sXTKgBoBEBR6wQBAACgZwAahq5xA4BGAET3PwcAAKBrAJyfDXICgEYAzP/HrVcAAAB0CYBy5q/1AKANAGrPtU4AAABdAyAqXk5TAUATAEraRwsAAAB9A1A7bK0CAJoAYBqUBgAAoHMA7OsGAYA2ACyaUgQAAKBzAJSTzW0AoAUAysDlDgAAAJ0DIEpapAGAFgCUdN0rAAAA9A5AddQaANACAPOQkwAAALoHoGHtAADQAoBlEwsBAAB0D4By/MUGAJAOQI46/GMnAACA7gEQV99KBwDpAOSW9t0mAAAA9A9A+ag11QAgG4C8+GHHAAAADACAbc3AGgCQDUD+qrEFAAAABgBASWpRCADSDwHGzXICAAAYAABx8T2TCQDkAmCKH7ZJAAAAGAGA4nFzLQAgt0sta0ckAQAAGAKA+jUdYgFALgBxE0cVAgAAGAIANf7pA7LuYGWL3nD9bmPhfgjQbaobAADAEACIs62XSbp2VXWnn9/9wEdq2ANQuqXLegEAAGAMAApHDTsvp3Fb75uV9MIThWEPQNmCXkkAAAAGAcC2omW2nMZtap9XNeThc2EPQPnofiUA8L8AOGSnypwqvWZe9CXpNR2nTZWyS9oSExtk17QfeOqEjDqqcNYrGX94s3EjrSsc/ePP5HfoiVir9Jo1lhT5o6nbSLv0ommmctklG5ISbNLbWW5Ku+FxRJzsxFosGtSMlV4zzqJBUQ2WPWH1m0sT/C9z7NpNhq62ezim8Z/l/9Yz1hxnhIXXYjQlfNFxTJIhhqg2HXpjOyNOyM4xS7z0mknmROk1T8RbjskueTw29rjsmil7u4xK9b/MmYbGg9/hD64sqxdi80N9Nh6W36Fx8ju0cTTFyS55cmXrFSc1GE1HjTCaThz92uYpfw6gToM5gAJt5gCsRpgDECVD+qpyDv9m3jXr5LBD184thvUcwOZX5Y9QkWGqZhKQSUAtALBOf69Kyng68P0fd3j1R/PDfRLQ8dG7V7UAgLMAAKAJADXLO0u5i517d+s3Xnutw+5wB+BKVFQeAACAYQCo3tr7E9k1wxmAYx2XXAYAADAMAFVHhg5VAUBadry2LwcAAMA4AMTP6FUMANLG5+KOCZcAAACMA0Ds+uFmAJCVy+PnxAIAABgIALNp0lIAkJUTPQ+ZAAAADASA6ezHw90AICfq7vfzYgAAAAwEQMylHYPyAEBOaheProoGAAAwEgDZqcOjAUBOroz8vBwAAMBQAJyrGLMUAOTk1PvnSwEAAAwFQJYyd4wDAKRsVHtbO4sBAAAMBcBZsW34RQCQMv4/Hi8AAACMBsCpr77EBwB+J2/wDgAAAMMBUDN8uQoAEpL+5mUAAADDAaDOmlQHAP7HtfddBQAAwHAAiC9HZAGA/6meM00AAAAYD4DMQQcBwP8UdD8IAABgQAAaBq5QAMDfqGdfKAEAADAgAGL2lEoA8DeOHe0FAACAEQHYG5UOAH6P/inzAQAADAlATs+DAOBvSlsnAgAAGBIAd+9VLgDwcwog87lqAAAAQwIg5k0tAQA/pwA29lIBAACMCUD04DMA4F9qo1YCAAAYFIDStocBwL9UNvtq8AMAABgQANF7lR0A/NqgUpvVAwAAGBWAZZMKAMCvKYDlI1wAAABGBeBozzQA8Gtk9vrCDQAAYFQA6t86CAD+pOxPV1QAAACjAiAil9cBgB/bk7nlV1MAAAAAxgRg/airAOB7nLOmOwAAAIwLwNk26QDgexpaH3YDAAAYFwBXy/0KAPicK0/+7aOUAAAAhgRATFxQAwA+b05f9qgFAAAwMgC7++UDgM/rZtRSOwAAgJEByG+RAQA+TwG8dFQBAAAwMgBqux0OAPAx6S2KBQAAgJEBEPOmVgGAj1k5sgYAAMDYACS2KQQAH9Njkx0AAMDYAFifS1MBwKdYnz+jAgAAGBsA0f+zBgDwKZYOf995AgAAMCoA64ZWA4BPmTmzGgAAwOgAZP+1EAB8Ssu9TgAAAKMD4HoxwQ0APiTvxX90IgAAgFEBcE+a3wAAPuSLyAIAAADDA6AeaF8LAD5kxNJaAAAAwwMgSp7JVQHA+0H5pkkBAAAwPgCOTjtdAOB90zpkCQAAAOMD4Foy2g4AXmfZxCIAAIAQAEA52bweALxOj7V2AACAEABAVL18SgUAb8fPe7ECAAAgFACwjVzuBgAvs3/wOQAAgJAAwLW9ixMAvMy02RUAAAAhAYDIfawCALxcLW02qQAAAKEBQFXHAyoAeLemeyYKAACA0ADANn8iAHiX9WNyAAAAQgQAd+zrDgDwakMauaAeAAAgRAAQBS+fBQBvUtZthwAAAAgVACpHrAIAb2IakgIAABAyANg3dQcAb7JwYgkAAEDIAKCeal4FAJ6nYchiFQAAIGQAEAVdDwOA5zk7aL8AAAAIHQCq504BAM+zPeocAABACAHgOvyWCwA8ztTJ9QAAACEEgDj3dhYAeJqyoV9fVAAAAGMDUDh6DQB4moRh8QAAACEFgG11HwDwNKuHlgAAAIQUAGpcq1IA8HA4fvChAgAAEFIAiOx+hwDAs5yL2i4AAABCC4CK2dMAwLPsH3wWAAAgxABQtrVyA4AnURcMcAIAAIQYAOJY1zMA4EmKJiwSAAAAoQbAlXGrAcCTHI+MBQAACDkAGpZEKgDgwRHAFz3KAQAAQg4Asb9rAQA0ndq541QAAIDQAyBt6H4fSrmqiirDCoDsEVsFAABA6AFQ8eGHPoyojOEt54QVAKYuFwAAAEIQALG6u83rSs79T3x/VDgB4FrdUQBAgAGwaQLAFS0AqJNdUk1MUqW3szrmZt/9ix98wodaOT+5DsC4iFVaAOCQXtPuFwDFU5bc5Kcl0TnyFz7TZJVeMzlR/tuJ9esAlMrOVfNx6TXPx2RKr1maYs6TXbI4PqFYejtzTadu8tOTgxeVe1Ol4qs3k+yvALi4ddCzW+V36NHYAuk18y3HfH9xmaXjvpv8+EJMhvyFP2m6LLtkSUK8/NF02XTyhscR0bITYzFLr2mymKTXjDZbYqTXtFiiA9OhMUf6tIv2pv2x9f8AYH7E+8fjjNGhfo2mmOnP74thNN22QyMuyE6WJVl6zdOmVOk1Lxw1n5VdMjsuPlt6OzPMx2/y09zlXaIvelPG8Q8A4iMHD90lv0MTLeek1zxnSfL5tRdTxw7MvcnPz5hOyl/4Y+ZM6TXj4+SPpkzzsRseG2MOoEiLOYB0TeYARIDmAETG8H3e17r0kzFazgE49TUHcHnQHmHsOQBVgzmATM4ChMJZAFE3dqbXPln3/LBrXvicBUh+7aaXTeAsAACEAABi+fAyb8+KHfpDxI+HhA0ADZ91FQAAAKEKQNzQRG9H1MV1n607GDYAFI9eCQAAELIAlA1a63PNsAAg+80sAACAkAVA+XCKFQBuHef+1k4AAICQBUDsjMoEgFunevotZkkBAABCAoCL/fYAwK2T3zYeAAAghAFwDV3gAoBbbj7HmtsBAABCGACxatwVALjlK5dFCQAAgFAGILVvAgDcKhU9dgEAAIQ0AM6OGxUAuEUuP1ECAAAQ0gCIWR+WAsDN4/i8uxsAACC0ATD1TwOAm6cuco0CAAAQ2gBUtNuvAsBNU9TsnAoAABDaAIiRH1sB4KZr4tA7t7w+GQAAQKgA8OWQSwBws9gnzHcBAACEOgD5rRMA4GapfumkAgAAEOoAiO5r7QDwzagnmtcLAACAkAdg9ehCAPhmXHMn2wEAAEIfgPNvZgLATQB4PdoNAAAQ+gC43t3tBIBvutjsNjtGAAAAIQOAmD+5AgC+MQWwIqoOAAAgHABIeecyAHwDgPbbnQAAAOEAQMObJjcAfC1XXryoAgAAhAMA4oM5VgD4Wjb3rxQAAABhAYC5bTEAfC191zYAAACEBwC25icUALghZc0yVAAAgPAAQB2x1AYAN2R3ryIBAAAQJgDs7VQJADckakktAABAmAAgKv90XgWAfx6BzyaoAAAA4QKAa8BaBwD8U2K63f723wAAAKEEgLK1ez0A/FMmza0CAAAIGwDUvL8UqgDw9zS03KcAAACEDQCiocfnLgD4exK7NvEFSQAAgJACwPVZXwcA/D2zppUCAACEEQBq9vPFAPD3V3Tc6gIAAAgjAERdp50KAPwtJ7umCAAAgHACwLFiMAD8bxZPLAAAAAgrAJT0F8oB4HrsvZv8VAQAAEBoASCq2h0EgOtJ7x4vAAAAwgsA2+IRAHA9K8deAQAACDMAlNQXqgHgWlwDlzkAAADCDABR0i4aAK4lq88hAQAAEG4A1M4fBwDXsnHkBQAAgLADQElqVgcAQqjDZjkAAADCDgBxpYMZAITIHrhTAAAAhB8A1XMnAYAQ24afAwAACEMA1MPN7QCgjBvnAgAACEMAxPkusQBwcegWAQAAEI4AVMyaCgC7IzMBAADCEgB111v2cAfAPXu4CwAAICwBEOk94sIdgJyR6wUAAEB4AlA2/cNwB+Bg/3QAAIAwBUDd2r4+vAFwLh7kBAAACFMARGqfuPAGIHe0ZwsFAAAQigCUTZ0Z3gCYe2YAAACELQDq+h414QyAY2VfJwAAQNgCII4PiAtnAK6MXSkAAADCF4CyiXPCGYDEjmcBAADCGAB19YDK8AXAvraXEwAAIIwBEMmDY8MXgLwxHh4BAAAAhCgAFWPmhy8AJ1pnAwAAhDUA6ophZeEKQMP6ni4AAICwBkAkRVrCFYD8EWsEAABAeANQPWxRuAJw+rVcAACAMAdAXT66KDwBsK3r7QYAAAhzAESyh8cAIQdA0eCNAgAAINwBqBuwTA1HANTM5vkAAABhD4BYNjY/HAGwreqnAoAHUNoumzLcVdUKAIQoACf63e4YwFlnD00ASnttEwDQdBybnonNSnu5ezEAhCgAjp6f3HLQqOWfT1xbFIoAqJlPlwKAJ8n7IPbknAd3qwAQogCIFbe+PbZtzH89dF+XuhAEwLZ0qAoAHo3QvLi1T0c5mAMIWQDSu93qGEDN+Xmv4um/PByCAFS0PSgAwKPUxH/w1D9fOREAQgwAtcsnt7g9pmK6e62S+JMloQeAcurJagDwGICWVQAQugCItaNu0VfunXdvUlP+c1boAWCfM8ENAJ69P5THLXz8UxUAQheAnLa3OAZw7/4KgNmhB0DFqwkqAHi2A/BlrHlQs7MAELoAiF7LbTcfT3F3firifros5ABQEprVCQBo+t2/seS+5rHnLI8MqQSA0AVg6+Dcm6//qw+8vX/gr5JCDgDnhDlOAGi6m2atNmfHzDWftW5aUQoAoQtA8TuWm+8QOz9+8JEHJjaEHABlzdJUAGh6w7zjh4+1Gr3RnHbDTwEg5AAQQxdZb/6Luj3Ldly3P5QAUPa3rhcA0PSGeVdEY/6cuG7QcouWnwR0fY0YGSk9kq/FKnNIr5mULL+ddTHnvXuBuUdBU0+ZGLFefkNPxqrSayqWU00+Z/A672pWHLkif+GzYmzSayYnSn13uvsaAA8lfxDxk8deH7QsruI6AK1lp1fsRuk1JyXPkl6z9br4frJLvn9gf1vp7RySuMK7F7x018tNPeWBiP+R36HbTF2l1+xu+bypp7S6+5lWXtUcnzxP/sKvShgou2TbfQfbSSz39nevAfBw8rRr//zLfz36Uqt39zhEhPTcmbRAes1Xz3SQ39BZR++TXnPXKvntfDhxYIQhssry/6TX/JF5uvSazZPayl/4KUd+Ib3mts/kt/ORhFH/eGBxi4h42dn6aGvpNac/NkZ6zfj3H90ku2T0k4/HSG/nykc6efmK9X/+oolndIrQoENf/f1u6TV3PNyiiWfEPT3b4l3NuY9Eyl/4Tg+ukV3S9OyfjsgcnHdc2+a/90jjkcB3Hugw71B8fEKDFnMA5yL+Kr3mioip8o/aXo2QPlvZ8JO75M8rmCM6envCp82hJo7Gx0esld+hj327QHrN3Ii/NPGMC6/neFlzfcQY+QvfOuKo7JLOe+6ol1jOcW0O4FvfivhJu49M54vqNZsEtGfJn2KpyiqTv8quZjVIn7LKviB/Hqw+y+vt6uOxTXw2XouzAGrOOaf0os6sy00ua5WXNauzSuWPpvws6ZOAyoVsmeeU6u/513/7xbuzoi+W1mn6UeBrQ8HlcDhc0jcFt1ORX9Ilf/HdTtmf4FScDV6181yzqx4CoEhrq+pyOuXr53Y3UdP91l5vV6HaZFHfTn/JXnyXy+WQWNPeZ0ZMfkW968al1wSA0nUfTJ60uVw2K7EzZb+/1h9esKVcck21bOf8fVa5Nc/PabvDq/fNrlscHgFgi130ZZWcNlZ/PmhMtexVXrJlweHb76cltvX2CMCZtnRllnz3XRsXVcld+PVTJ09eIG8rUq22RuxtyfNW5WgNwKkn7/j5j9/Nlly1oMV3D8ndWN3j773v7rclj9qirv91310j5U4FrLrr35Z6ta439arxBAD3ovvuu7ernH3XUy/8x2uSzVcLX7n7Zz+fctv9vkmzvVx/yr7777376Vjpg/7gA/fL/bSa+6kf3Xvnb8/LbaVtxd33/Xqu1gAkPDw0Z964q5KPBqf9+FsH5AJQ+HjnSzPu3S+1qHL43hkXuvzpmNx3l833LPLqBcV/PK96AEDZIy2zZ9y3X86CN/zPy5Jnapyrf772bIsnbjcFUvdCjJerr2zYM0nbfzZN9kFA9dv/51e5cndPf9vt6BedJW9Fmb99Pe1inlYAKJVl5eVl5XXRP39v9kFJb6yu8saUVTSI5Cce+r6sbbW+7FrRypL18QWr7vlSTlG1+lrR8nLzsMz6CQ/Hy3kT+Grhy+vF9nu9A8A5fLHDAwBO3LfAnvaTuZJW/59lA+DaNqS8vPcfb7ePv7uPt1td7cHtpfsemSD5U8vK4vsfeEguAJd/2WbS1hK5ULm+vKPnjHVXtQKgdnj3xvTesO9ff/bL+9bIOcy6eK1ktwFxdb2fnvjLA5IaurPztaqjC9UtvR54sFDWHkrXxpo957tVJenJdnI2hbL+1xa+75deA6DEvFPlAQDR937ivPijcXoFoFFVJfa33W5zCKAMXu79FzpSBz119+eSG5r1TN9Ov5d7CHD8nnvuv2OC3MmKhmX/+vPH7u5VqREANW3+2piX5iZ13X3wj23l7LxkXCv5/Bv7t/16yvy71tXKAXHtc9eqdsgTS1984PeS5ioc/a4VfWGUW81u9/sjkuYTXru28K+s9BoAUf9CouIJACsaARivYwDSX3r61O3eJd/y4Vgr6dVH/3uj3BM19VG/2t7t/mSpW2t6960pL9xfJLWdtkV3rqkZ9+s9Gs8BXE2y1nZtnimzZEWb7zT/y3efi5Z6prkmsUjs+a8lkg8HCyMfXpNfIbfmjnsXe8nRnLGupgE49rOF7syfzJTUyCdeqZA9knI7PbHz8m0OJleOzPN6GzidIVL+2E/u1G/cQ3e++evvv10is2ZxXI1z8s8zpLbTsf5nu8WGu9ZrC4Cy/t6lh55sXyizZt60tq0f+s7vD0oFIPvRQcdX/Hi1XAAqJ9415XC/LXLhXnHnZKtXzVROvVTSNABFD7dJmnPXHjmHl8WPPZsp94MaavHguxfGdN13637ptc7rY/miXs8mbHtksNwv7yYMfO/Nu/69udQhH3PXnMSWDxfL7dHk+/od7/+gSeM9gDMvPPjYw5tlz7Nmv/ut1+V+yLBh4H8/+8Bbcr8crpi+871X/vC9KVKLHnki4uHN3n0stLbTdrVJAJRZv3nq/i5Vct6sh/7HD9vL3axcW779g1f++INbH/0c73rC+5W+8eE/Pvb4XumDfv/vvjtO6gUmStvc/+Svpkr+7FvFiF/+4f6xlRoD4Dw+ecxu6VfbOD15yKBcyXvry0fOlnz1AvfpIUMGDhoRI7WoedCQwdu9A8CxoXPTAAjrutELcuS08fKUyMhhcle6OyYqcuCgibf+VvzMD3z4UK9155gJMdI/BS6+HDFkulz/MueMWiP7o1WiaPGITzU7C0D0E/XCSxebBsDYKe+xRWFN+xcACNVYRy8MdQD2DTrDegYAcvMD6OhXbCEOwIgZdaxnACA3z9XWsaENwIVeO1nLAEBukdqFUaENwLqoS6xl/QHQcEb+aqnK0OCCIHlnDXJBkEzfLrSjnHjjakAByNXggiCOW18QxBr1sW9/r/K0FhcEOSv9giDq2Wz5c5y2s/kaA1BnOiW9ZmGMBvcFSDfLvy9AUrIG9wUwZfnYa5HrAgrAyTgN7gsQe8vRlDjI7FvNougc+QufaZZ/X4CkJA3uDmzO1BgALW4MUsCNQXyIfUM7NZAABPjGIB8Pq/StpjY3BonR4MYgCRoAYMowIADcGci3JexwPHQByIvy9TPc4Xx3YAAIJwDKP7zVdS9CAIC9A339DCcAAEB4AKAealkRqgDYp4xxAwAAAMDtkj14W6gCcCZylwAAAACA266LJYOdoQmAsrl3EQAAAADcPvFdT4cmAMUTPhIAAAAA0ETHjf8oNAGI7Z4CAAAAAE1lTYfqUATAvqSbGwAAAACaypnBu0MRgOzIrQIAAAAAmkrtrPH20APAvbdjIQAAAAA0nf1900IPgLJp/twuHgAAIHwAKBi6JPQAOPVuKgAAAAB4ksVDSkMNANu6zk4AAAAA8CQnBxwINQDy+mwVAAAAAODR+pj0YX1oAeA+8k45AAAAAHiWXYPPhBYAlZM/FAAAAADgWcp6rAotAM43PwsAAAAAnmbh2PxQAsC2upcLAAAAADxe0J7RoQRASbt9AgAAAAA8jXP0XGvoAOA61LIeAAAAADzPgf6nQwcA67AlKgAAAAB4sRW9u1YJFQDUs3/IEwAAAADgRVaMvBIqANg/GuUEAAAAAG+S28aihAgAZa8mKgAAAADgTdSJMypCAwD3lk71AgAAAAC8yrH2p9WQAKC2w3YXAAAAAHiZLqtsoQCAmvhilQAAAAAAL7OrS14oAKAM/tgOAAAAAN6m+vUjrhAA4HLzTBUAAAAAvM7SIRUhAMDMsRLWGQAAQPgBkPfGCcXwAJS+GecGAAAAAB8y7sM6wwPwWe9yAQAAAAA+JPPlC6rBAahvtdMBAAAAAD4Npx6fOgwOwOG2uQIAAAAAfIlqernS4AB0X1YPAAAAAD6u+ja7XIYGILXtSRUAAAAAfGzclnYNhgZg3PRKAQAAAAA+pqTl378TaEQAzre3KAAAAADga5yLBzoNDMDCMQUCAAAAAHyNevWlU6phAShsv9sNAAAAAH6smg8nuA0LwGdDLwgAAAAA8GMXIP2pXKMCYO24wg0AAAAAfpUaM8eoAOwaeEoAAAAAgF/tMzevNCYA9qEzGwAAAADAv5RELjcmAKb+CQIAAAAA/ItzV+saIwLQMHViDQAAAAD4m6t9NxgRgGP9DgoAAAAA8DcNm7rUGA8A+4JRZQAAAADgfy5032E8ANL7bxcAAAAAIGH1rOpbazQAHCsiiwAAAABAymJ3PWQ0ALIHrxMAAAAAICO1SwfVGwsA12d9CwAAAABATo53sxgLgMvDlwkAAAAAkBPr7GHKOAMBoGztUAgAAAAAsmLukTrJOACcLhg1TwAAAACAtFmAiR+MMg4AJ/e8lQ8AAAAA/scePXf2tX8PRL5oGADi9o+dKQAAAADA76h5v/tRs692AcZ+zzh7AHNfyAMAAAAACXEk/Pnpr/5z4HdGAaBhV9cZKgBoCIAiO1bzKek186NzpddUzphqZJd0JiY5pbezIibTn5df23zczmtxiYrmz1xb6a6S7t9eLb9DT8TapNesXfik9FVfGH1R/sKnm6pkl3QlJTikt7PKlH7D44gk2Um0xEqvmWCJl14zKc6SKL2mBsveuPBxfrw6Ob9x3/+LyVOnTp222l52HYA1dz7WYulR6Q2N1aBDD7Tvlxi2oynWkqTB5nnjaIpIlJ0ES6z0mvGWeOk1E+MsCdJrarDsjR0a58+rGw+elH73/fKXv/zVO7V/A2D1Tzu+2Cc2SXZDGwGQvuxLH9qWJH80xRljNGnQod8YTRFu2Wk8BJBeMz86R3pN9xlTteySjsZDAOntbDwE8Ofl1yYlGuquxab+DQBn3dhvP5sivaEnYutllywbOEB+OxsPAeSPpnRTpeySzsZDAOntbDwEuOExk4BhNAmoXn7uL3VfNXBsxP9dbNf/JKCS8NgXqdI7lElAzgKEJwA1E+65a3H5dQDa9EvRPwDV/eaaAAAAAEBOil585pkOl64DsLzHApveAVAsT+ZYAAAAAEB2xkZ8ltgxRdU5ANVdVtcCAAAAgAYArBHd59XqGwB1/wulNgAAAADQAIDV4uh7kncBZANQ2XarGwAAAAC0AUAMmmnVNQCfv1MhAAAAAEAjADLeOaboGICSVgdcAAAAAKAVAGL8eKuOAfike7UAAAAAAM0AyHk7zq1bAC6/Y3YBAAAAgHYAiHn9a3ULwIzhVQIAAAAANASgsHXjYbY+AUhr89XoBwAAAADNAFDXt6nTKQAjplzbAQAAAAAA7QAQFZ03uXQJQGzHEwoAAAAAaAuAcui5Ij0C4Owy7/quCQAAAABoB4CoiZzr0h8A6pe9zqgAAAAAoDUA6uln0/QHQHHb1X9jCQAAAAA0BEDUzRzu1BsAyooh2QIAAAAAtAdAvfL2Qb0BkNFllwIAAAAAAQBA2NZ0qtMXAI5Zo/9+N1AAAAAA0BQAUdBnuaorAGJ6mgQAAAAABAYA1+4Wl/UEQM2wCXUAAAAAECAARPmU8Q36AcC1pe8/DSAAAAAA0BgAkdIqRj8AXOy9TAAAAABA4ACwLhtQphcA6j8ZfBUAAAAAAgiAuNRnsV4AiO+4XwAAAABAIAFwbWl/Vh8AVEwcUQcAAAAAAQVAlE0bV6MHABzbup4TAAAAABBYAMTRzrv1AMClbisFAAAAAAQaANuyITnBB8C6ZGAFAAAAAAQcAFHQb0ZDsAFwR796QgAAAABA4AEQezrHBRuAkr6z3AAAAAAQDADq54zOCy4A9Z/2rBAAAAAAEAwARO67ixzBBEBJfipBAAAAAEBwAFC2dTkRTAAq+810AgAAAECQABANU8fkBw+AhuVdqwUAAAAABAsAcbnFCnuwAFCO/0+iCgAAAADBA0Dd1eGUEiQAqnp8fLNXAwAAAECgABCuD4dfVYMCQMOcPtUCAAAAAIIJgCh5Y4ktKAAcefqkAgAAAADBBUBY3klRggBASbvPbv5aAAAAAAggAGJ5zxw14ADUjp5wi80HAAAAAAIJgL3P+OpAA6B8+u6tNkkAAAAACCQA4uyrX6gBBuD4G7udAAAAAKAHAMTBNqmBBeBq36W3XBMAAAAAEFgAlEWdrwQSgOpxI0sEAAAAAOgDAFHZZ1hd4ABQlrdNEQAAAACgFwDUjHdXBQ6A2Pe3OwAAAABANwAIxdzOFCgAzg5YbhUAAAAAoB8AhPPzdmcCA0DBqCm3vScJAAAAAAQcAGGd1u5qIACwTumaLQAAAABAXwCoOf2G1GkPgGtNa5MCAAAAADoDQCinui/SHoDY9lubuAoZAAAAAAQBAOGK7bZV1RiAM71XNPXdQwAAAAAIBgDCubfLYVVLANQLg2c3uQYAAAAAICgACMf6LsmKdgCoV0eOtAoAAAAA0CcAonZ2lzOKVgCoJZO6FggAAAAA0CsAoiyq+zlVIwAqZrxxXgUAAAAA/QKg5nfv7cXlQbwBoHr+c6meVAYAAACAYAEg1Jz2kVdUDQCwLnsuyaO6AAAAABA0AIQ4325knnwArJ82s3jmCgAAAAAEEQCR9b7H9wz1GADrJy/GeLhfAQAAAADBBECcfT8qVy4ANYtejvb0uAIAAAAAggqAOPf+gGyZAFTOfCXG414CAAAAgOACIC6275UhD4DiSa/Get5JAAAAABBkAETegO7HZQGQO7rtUS8+WwAAAAAAwQZAlEzpGiMHgMyhA9K9+csAAAAAEHQARO2qrk3fLcADABL7T/NuTQIAAABA8AEQ7t3d51b4C4B9a7el5QIAAAAAjAaAUON6dM7yD4DSD1pt9rbLAQAAAEAPAAiRPqJDtD8AZEd2O+z1RQMBAAAAQB8AiNJNneaV+wpAw5edZ130vnMAAAAAQCcACHtc1/anfAOgeOyrWyp9+JMAAAAAoBcAhPvSvPeWlqteA2Db3yEqpUEAAAAAgJEBEKLW0q79UafqFQCuvFEvbqrw7Z7jAAAAAKAjAISreHWLUZccqscAuCqXvTD5ot3HPwcAAAAA0gBwNTj8BUAIe8b4N+ZdafAMAEfllta9LPWqAAAAAIDgAqBW7Ji+psBvAIRiPzrwzYU5VrVJAGwln7dtt7PWj2EMAAAAAJIAqB1052/ualnpNwCNQ9OZMLjFtOSihtsB4CpPX/52x+21fvUIAAAAAEgCIP2XUYVTf75LAgCNexPu0x/8pd9nGQX1NwfAUXJuz5hn+sT4vvMPAACgNQB10ldZYpKqAQBZflaozC9oTHHamBT76nt3XPvJOH8B+Kphn/dqMXyVJTO/5rp6qfGu6yOg+Hzy5kmt3luc6//faNAAgJLoHPmjKVM+AGpyovy3E+vXAaiUnSJzivSaF2OypNesPGkukF2yPCGhXHo780yn/Xh1VeNu+pLWbRszyipE1ivNrgpx9UjU45v9b1hVdeWpxR2eaTN8/pZDcUdTTm/bcOLksfjo7UvHd/rr69MsJdVV/v+NYstx6R16Keas/NF0ypQvu2RFYrz80ZRvOnXD44gY6bGYpZc0WUzy22nWoKjFEqPBwvvToebGfacFb7Zs2fLtoTWioO9vtjeqvyCix+k4SW2LO7R0VMfmTzV79a1Wbd9/t+VrLz79zLuR83bGy+pcTUaTmdH0v4nIkp10S5L0mqmmFOk1s5LMabJLno2LOyu9nWfMR/149bl/+vR+1YQHF+fkCXGk48BJe6W171z2hYvp8fu+2DBv9rrPd5tPXbyQff6crOIZlkT5o8l8Qv5oSjbIaEozJ9/wWP4cgE2DOYCi6Cvyj9rS5c8BqIlJ8ttZ7fccwP/Oznz000ExfWdenwNYJb+hpxLkz1nZjTMHYJVeMzlR1WAOIJNJwPA8C6CevSPiyT98t72UswA3i5e3B+csAGcBACCQAFydNXXSpA/3AAAAAIDguwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEIYAlF0sAwAAAIDwBECJH/DGADMAAAAAhCMAatHT93f7fbMCAAAAAAjHPYDsN9c4PvrFYQAAAC0BsGkAQFH0FfmrLN1UJ7ukmpgkv53VMVl+Vsg8EtOYYxWpifu6PJJ+7SfjIlZpAYBTek27BgCUROfIX/hMk1V6zeREVXpNqynzRgDOy06mJUl6zVOmk9Jrnk82Z8gueS4u7pz0dqabj/nx6uwKIUb/5oEHHniwVZV9zG+/16JBCHOvQaP2yO/QRMtZ6TXPWhKl1zxtSpG/8EfN6dJHU7wmo+noDY8jYqTHYpZe0mQxyW+n2aLBsmtQ068OjTY1Hjwlrd/QmH0Okbyq3e+PCjE/ovuZOGN0KKNJ4w6NKJedAvMJ6TWzY85Kr1l+0nxVdsnShIRS6e28Yjrtx6srbP/YSx1yQmy/c50QuXuint4iv0OPxhZJr1loOS695sWYTPkLn2rKk12yLDFe/mjKM6Xe8NgYcwCFWswBpMmfA1ASk1QdzgH8bYLi/C9aLGr5m6TrcwCaTAI6pNdsCOM5ADU5UdFgDoCzAOF6FqDh0z/94vFPGjgLwFkAAAhHAET9pcyc63s9AAAAAMB3AQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADQG4P8DhAWfDhiEjdwAAABOdEVYdGNvbW1lbnQARmlsZSBzb3VyY2U6IGh0dHBzOi8vY29tbW9ucy53aWtpbWVkaWEub3JnL3dpa2kvRmlsZTpYJTVFMi0yeC0xcG5nLnBuZ2hyzb4AAAAldEVYdGRhdGU6Y3JlYXRlADIwMTctMDItMTlUMTY6NDE6NDErMDA6MDBxBYG6AAAAJXRFWHRkYXRlOm1vZGlmeQAyMDE3LTAyLTE5VDE2OjQxOjQxKzAwOjAwAFg5BgAAAE10RVh0c29mdHdhcmUASW1hZ2VNYWdpY2sgNi44LjktOSBRMTYgeDg2XzY0IDIwMTYtMTItMDIgaHR0cDovL3d3dy5pbWFnZW1hZ2ljay5vcmcUlyaEAAAAGHRFWHRUaHVtYjo6RG9jdW1lbnQ6OlBhZ2VzADGn/7svAAAAGHRFWHRUaHVtYjo6SW1hZ2U6OkhlaWdodAA4NjQhd/MgAAAAGHRFWHRUaHVtYjo6SW1hZ2U6OldpZHRoADEwNzZhFpHNAAAAGXRFWHRUaHVtYjo6TWltZXR5cGUAaW1hZ2UvcG5nP7JWTgAAABd0RVh0VGh1bWI6Ok1UaW1lADE0ODc1MjI1MDHLc4r7AAAAE3RFWHRUaHVtYjo6U2l6ZQA3NS40S0JCLhL5ZwAAAABJRU5ErkJggg==
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
$$f(3) = 2 $$]]>
$$f(2) = 2 $$
]]>
$$f(0) = 0 $$
]]>
RM-Appartenenza punto grafico 2 1 punto
]]>
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
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
$$f(0) = - 1 $$]]>
$$f(2) = 2 $$
]]>
$$f(0) = 0 $$
]]>
RM-Appartenenza punto grafico 3 1 punto
]]>
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
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
$$f(2) = - 1 $$]]>
$$f(1) = 2 $$
]]>
$$f(0) = 0 $$
]]>
RM-Appartenenza punto grafico 4 1 punto
]]>
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
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
$$f(1) = - 2 $$]]>
$$f(1) = 2 $$
]]>
$$f(0) = 0 $$
]]>
RM-Appartenenza punto grafico 5 1 punto
]]>
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
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
$$f(0) = - 1 $$]]>
$$f(1) = 2 $$
]]>
$$f(0) = 0 $$
]]>
RM-Appartenenza punto grafico 6 1 punto
]]>
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
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
$$f(- 2) = - 1 $$]]>
$$f(- 1) = - 1 $$
]]>
$$f(0) = 0 $$
]]>
RM-Appartenenza punto grafico 7 1 punto
]]>
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
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
$$f(0) = 1 $$]]>
$$f(- 1) = - 1 $$
]]>
$$f(0) = 0 $$
]]>
RM-Appartenenza punto grafico 8 1 punto
]]>
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
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
$$f(2) = 3 $$]]>
$$f(- 2) = 3 $$
]]>
$$f(0) = 0 $$
]]>
$system$/top/Default per Sistema/Funzioni/RM-Calcolo funzioni/RM-Calcolo funzioni coefficiente negativo radice negativa 1 punto
RM-Calcola funzione coefficiente negativo radice negativa 1 1 punto
Per la funzione $$ f(x) = - 2x + 3, $$ il valore $$ f(- 3) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
9]]>
4]]>
- 8]]>
RM-Calcola funzione coefficiente negativo radice negativa 2 1 punto
Per la funzione $$ f(x) = - 4x + 3, $$ il valore $$ f(- 1) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
7]]>
- 2]]>
- 1]]>
RM-Calcola funzione coefficiente negativo radice negativa 3 1 punto
Per la funzione $$ f(x) = - 2x , $$ il valore $$ f(- 3) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
6]]>
- 5]]>
5]]>
$system$/top/Default per Sistema/Funzioni/RM-Calcolo funzioni/RM-Calcolo funzioni coefficiente negativo radice positiva 1 punto
RM-Calcola funzione coefficiente negativo radice positiva 1 1 punto
Per la funzione $$ f(x) = - 3x + 3, $$ il valore $$ f(2) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
- 3]]>
2]]>
- 31]]>
RM-Calcola funzione coefficiente negativo radice positiva 2 1 punto
Per la funzione $$ f(x) = - 2x , $$ il valore $$ f(4) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
- 8]]>
2]]>
16]]>
RM-Calcola funzione coefficiente negativo radice positiva 3 1 punto
Per la funzione $$ f(x) = - x + 3, $$ il valore $$ f(3) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
0]]>
- 6]]>
9]]>
$system$/top/Default per Sistema/Funzioni/RM-Calcolo funzioni/RM-Calcolo funzioni radice negativa addizione 1 punto
RM-Calcola funzione radice negativa addizione 1 1 punto
Per la funzione $$ f(x) = 3x + 4, $$ il valore $$ f(-1) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
1]]>
2]]>
4]]>
RM-Calcola funzione radice negativa addizione 2 1 punto
Per la funzione $$ f(x) = 5x + 1, $$ il valore $$ f(-2) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
- 9]]>
4]]>
- 11]]>
RM-Calcola funzione radice negativa addizione 3 1 punto
Per la funzione $$ f(x) = 2x + 2, $$ il valore $$ f(-3) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
- 4]]>
1]]>
- 6]]>
$system$/top/Default per Sistema/Funzioni/RM-Calcolo funzioni/RM-Calcolo funzioni radice negativa sottrazione 1 punto
RM-Calcola funzione radice negativa sottrazione 1 1 punto
Per la funzione $$ f(x) = 5x - 1, $$ il valore $$ f(-2) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
- 11]]>
2]]>
- 9]]>
RM-Calcola funzione radice negativa sottrazione 2 1 punto
Per la funzione $$ f(x) = 3x - 4, $$ il valore $$ f(-2) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
- 10]]>
- 3]]>
- 2]]>
RM-Calcola funzione radice negativa sottrazione 3 1 punto
Per la funzione $$ f(x) = -3x , $$ il valore $$ f(-2) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
6]]>
- 1]]>
- 6]]>
$system$/top/Default per Sistema/Funzioni/RM-Calcolo funzioni/RM-Calcolo funzioni radice positiva addizione 1 punto
RM-Calcola funzione radice positiva addizione 1 1 punto
Per la funzione $$ f(x) = 4x + 3, $$ il valore $$ f(2) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
11]]>
8]]>
19]]>
RM-Calcola funzione radice positiva addizione 2 1 punto
Per la funzione $$ f(x) = 5x + 1, $$ il valore $$ f(3) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
16]]>
15]]>
54]]>
RM-Calcola funzione radice positiva addizione 3 1 punto
Per la funzione $$ f(x) = 3x + 4, $$ il valore $$ f(2) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
10]]>
13]]>
36]]>
$system$/top/Default per Sistema/Funzioni/RM-Calcolo funzioni/RM-Calcolo funzione radice positiva sottrazione 1 punto
RM-Calcola funzione radice positiva sottrazione 1 1 punto
Per la funzione $$ f(x) = 4x - 3, $$ il valore $$ f(2) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
5]]>
3]]>
39]]>
RM-Calcola funzione radice positiva sottrazione 2 1 punto
Per la funzione $$ f(x) = 3x - 3, $$ il valore $$ f(3) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
6]]>
3]]>
30]]>
RM-Calcola funzione radice positiva sottrazione 2 1 punto (copia)
Per la funzione $$ f(x) = 2x - 1, $$ il valore $$ f(4) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
7]]>
- 3]]>
23]]>
$system$/top/Default per Sistema/Funzioni/RM-Calcolo funzioni/RM-Calcolo funzioni radice zero addizione 1 punto
RM-Calcola funzione radice zero addizione 1 1 punto
Per la funzione $$ f(x) = -3x + 2 , $$ il valore $$ f(0) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
2]]>
- 1]]>
4]]>
RM-Calcola funzione radice zero addizione 2 1 punto
Per la funzione $$ f(x) = -x + 3 , $$ il valore $$ f(0) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
3]]>
- 1]]>
2]]>
RM-Calcola funzione radice zero addizione 3 1 punto
Per la funzione $$ f(x) = - 4x + 1 , $$ il valore $$ f(0) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
1]]>
- 3]]>
4]]>
$system$/top/Default per Sistema/Funzioni/RM-Calcolo funzioni/RM-Calcolo funzioni radice zero sottrazione 1 punto
RM-Calcola funzione radice zero sottrazione 1 1 punto
Per la funzione $$ f(x) = - 4x - 1 , $$ il valore $$ f(0) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
- 1]]>
- 3]]>
4]]>
RM-Calcola funzione radice zero sottrazione 2 1 punto
Per la funzione $$ f(x) = - 4x , $$ il valore $$ f(0) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
0]]>
- 4]]>
4]]>
RM-Calcola funzione radice zero sottrazione 3 1 punto
Per la funzione $$ f(x) = - x + 5 , $$ il valore $$ f(0) = $$]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
5]]>
- 4]]>
0]]>
$system$/top/Default per Sistema/Funzioni/RM-Calcolo funzioni/RM-Grafico funzioni 1 punto/RM-Grafico passante per punto
RM-Grafico passante per punto 1 1 punto
Il grafico della funzione $$y=x^3 - 1$$ passa per il punto
]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
$$(2,7)$$
]]>
$$(7,2)$$
]]>
$$(2,8)$$
]]>
RM-Grafico passante per punto 2 1 punto
]]>
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
$$(1,2)$$
$$(1,3)$$
$$(2,1)$$
RM-Grafico passante per punto 3 1 punto
Il grafico della funzione $$ y=-x^2 + 2 $$ passa per il punto
1.0000000
0.3333333
0
true
true
abc
Risposta corretta.
Risposta parzialmente esatta.
Risposta errata.
]]>
]]>
]]>