tag:blogger.com,1999:blog-89790094111465952322024-03-12T21:15:20.623-07:00MATEMATICA.INFOBenvenuti in questo blog! Spero vi sarà utile per risolvere alcune incertezze o difficoltà che incontrerete nello studio della matematica.Unknownnoreply@blogger.comBlogger13125tag:blogger.com,1999:blog-8979009411146595232.post-29792793785157407072020-03-19T01:09:00.001-07:002020-03-19T01:09:16.830-07:001 tla cBuongiorno ragazzi,<br />
vi inserisco altri tre video:<br />
il primo è una serie di esercizi sulla scomposizione per raggruppamenti <a href="https://youtu.be/WS_7l3W_u0Y">link</a><br />
il secondo è sulla scomposizione del binomio somma di cubi <a href="https://youtu.be/xBQdo6PVbjM">link</a> <br />
il terzo è sulla scomposizione del binomio differenza di cubi <a href="https://youtu.be/_KSCnmafxF8">link</a><br />
Buon lavoro!Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8979009411146595232.post-6095284122212192042020-03-18T10:19:00.001-07:002020-03-18T10:23:21.480-07:001 tla cHo messo online alcuni degli esercizi che avremmo dovuto fare insieme martedì.<br />
Si tratta di scomposizioni per raggruppamenti.<br />
<a href="https://youtu.be/lUEc-cEFMus" target="_blank">esercizio 1</a><br />
<a href="https://youtu.be/r1eKGDP81Lo" target="_blank">esercizio 2</a> Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8979009411146595232.post-91681160019206763972020-03-10T06:29:00.003-07:002020-03-10T06:31:05.948-07:003 MEC ABBuongiorno ragazzi,<br />
vi inserisco alcuni esercizi sugli argomenti delle ultime lezioni.<br />
<img alt="" height="347" 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" style="cursor: move;" width="400" />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8979009411146595232.post-91762105918927211632020-03-09T03:30:00.002-07:002020-03-09T04:08:16.476-07:00Urgente!Buongiorno ragazzi,<br />
a causa del sovraccarico Spaggiari non funziona, quindi credo sia meglio usare questo blog per scambiarci info.<br />
<br />
La mia room su webex è <span aria-label="Using command C or Ctrl C to copy the information" class="auto-select pmr_url_autoselect" id="pm_url" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/meet/mrssfn"> </span><br />
<span aria-label="Using command C or Ctrl C to copy the information" class="auto-select pmr_url_autoselect" id="pm_url" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/meet/mrssfn">https://mrssfn.my.webex.com/meet/mrssfn</span><br />
<span aria-label="Using command C or Ctrl C to copy the information" class="auto-select pmr_url_autoselect" id="pm_url" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/meet/mrssfn">Dobbiamo provare a collegarci in streaming.</span><br />
<span aria-label="Using command C or Ctrl C to copy the information" class="auto-select pmr_url_autoselect" id="pm_url" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/meet/mrssfn">Ho pianificato le seguenti riunioni per domani:</span><br />
<span style="color: red;"><b><span aria-label="Using command C or Ctrl C to copy the information" class="auto-select pmr_url_autoselect" id="pm_url" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/meet/mrssfn">ore 9.00 2EEA A</span></b></span><br />
<dl><dd><span aria-label="Using command C or Ctrl C to copy the information" class="auto-select" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/mrssfn.my-it/j.php?MTID=m8ec77ef0df334df0da4ba0d2634266ea">https://mrssfn.my.webex.com/mrssfn.my-it/j.php?MTID=m8ec77ef0df334df0da4ba0d2634266ea</span></dd>
<dt title="Numero riunione:"> </dt>
<dt title="Numero riunione:">Numero riunione:</dt>
<dd><span aria-label="Using command C or Ctrl C to copy the information" class="auto-select" id="meetingKeySelector" role="Note" tabindex="0" title="952 866 859">952 866 859</span></dd>
<dt title="Password: ">Password: </dt>
<dd id="mdp_advanced_info_password">3wyP9UXVvi6</dd>
<dt title="Chiave organizzatore: ">Chiave organizzatore: </dt>
<dd id="mdp_advanced_info_host_key">330786
</dd></dl>
<br />
<b><span style="color: red;"><span aria-label="Using command C or Ctrl C to copy the information" class="auto-select pmr_url_autoselect" id="pm_url" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/meet/mrssfn">ore 10.00 3MEC A</span></span></b><br />
<dl>
<dt title="Collegamento riunione:">Collegamento riunione:</dt>
<dd><span aria-label="Using command C or Ctrl C to copy the information" class="auto-select" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/mrssfn.my-it/j.php?MTID=mffe9af78433a0ffbe9f2d8b808e7d844">https://mrssfn.my.webex.com/mrssfn.my-it/j.php?MTID=mffe9af78433a0ffbe9f2d8b808e7d844</span></dd>
<dt title="Numero riunione:">Numero riunione:</dt>
<dd><span aria-label="Using command C or Ctrl C to copy the information" class="auto-select" id="meetingKeySelector" role="Note" tabindex="0" title="955 345 097">955 345 097</span></dd>
<dt title="Password: ">Password: </dt>
<dd id="mdp_advanced_info_password">v2fQbMBrY99</dd>
<dt title="Chiave organizzatore: ">Chiave organizzatore: </dt>
<dd id="mdp_advanced_info_host_key">363412
</dd></dl>
<br />
<span style="color: red;"><b><span aria-label="Using command C or Ctrl C to copy the information" class="auto-select pmr_url_autoselect" id="pm_url" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/meet/mrssfn">ore 11.00 3MECB</span></b></span><br />
<dl>
<dt title="Collegamento riunione:">Collegamento riunione:</dt>
<dd><span aria-label="Using command C or Ctrl C to copy the information" class="auto-select" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/mrssfn.my-it/j.php?MTID=m0de0f3a67520cdf802f4b88815aac591">https://mrssfn.my.webex.com/mrssfn.my-it/j.php?MTID=m0de0f3a67520cdf802f4b88815aac591</span></dd>
<dt title="Numero riunione:">Numero riunione:</dt>
<dd><span aria-label="Using command C or Ctrl C to copy the information" class="auto-select" id="meetingKeySelector" role="Note" tabindex="0" title="953 725 459">953 725 459</span></dd>
<dt title="Password: ">Password: </dt>
<dd id="mdp_advanced_info_password">puCtHeFP853</dd>
<dt title="Chiave organizzatore: ">Chiave organizzatore: </dt>
<dd id="mdp_advanced_info_host_key">569923
</dd></dl>
<br />
<span style="color: red;"><b><span aria-label="Using command C or Ctrl C to copy the information" class="auto-select pmr_url_autoselect" id="pm_url" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/meet/mrssfn">ore 12.00 1TLA C</span></b></span><br />
<dl>
<dt title="Collegamento riunione:">Collegamento riunione:</dt>
<dd><span aria-label="Using command C or Ctrl C to copy the information" class="auto-select" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/mrssfn.my-it/j.php?MTID=m732c3ae1cc9b8422b10b9f601e552373">https://mrssfn.my.webex.com/mrssfn.my-it/j.php?MTID=m732c3ae1cc9b8422b10b9f601e552373</span></dd>
<dt title="Numero riunione:">Numero riunione:</dt>
<dd><span aria-label="Using command C or Ctrl C to copy the information" class="auto-select" id="meetingKeySelector" role="Note" tabindex="0" title="953 336 385">953 336 385</span></dd>
<dt title="Password: ">Password: </dt>
<dd id="mdp_advanced_info_password">Diy7gVwwW33</dd>
<dt title="Chiave organizzatore: ">Chiave organizzatore: </dt>
<dd id="mdp_advanced_info_host_key">460815
</dd></dl>
<br />
<br />
<h2>
<span style="background-color: #ead1dc;"><span style="color: red;"><b><u><span aria-label="Using command C or Ctrl C to copy the information" class="auto-select pmr_url_autoselect" id="pm_url" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/meet/mrssfn">Per sapere in quanti siete commentate questo post scrivendo "Nome Cognome Presente"</span></u></b></span></span></h2>
<span style="background-color: lime;"><span style="color: red;"><br /></span></span>
<br />
<span aria-label="Using command C or Ctrl C to copy the information" class="auto-select pmr_url_autoselect" id="pm_url" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/meet/mrssfn"><br /></span>
<span aria-label="Using command C or Ctrl C to copy the information" class="auto-select pmr_url_autoselect" id="pm_url" role="Note" tabindex="0" title="https://mrssfn.my.webex.com/meet/mrssfn">Grazie e continuate così</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8979009411146595232.post-52232455166191604932020-03-07T23:21:00.000-08:002020-03-08T08:12:07.142-07:00CONTATTIBuongiorno ragazzi,<br />
nei prossimi giorni cercheremo di metterci in contatto via streaming, io ho installato skype (account mrssfn@outlook.it), zoom.us ed hangouts, fatelo anche voi e troviamo qual'è il metodo migliore (o se avete suggerimenti) commentate questo post (o su live forum di spaggiari)<br />
Per contattarmi potete farlo:<br />
1) sul blog matematica.info inserendo dei commenti sui post.<br />
2) sul live forum di spaggiari,<br />
3) su skype (mrssfn@outlook.it)<br />
4) sulla mail istituzionale mionome.miocognome@malignani.ud.it<br />
<br />
IMPORTANTE:<br />
Per ogni classe uno dei due rappresentanti ( o un volontario) raccolga le email dei compagni e me le invii in un file di testo insieme al nome e cognome.<br />
Installate zoom.us vi invierò l'invito alla chat.<br />
Grazie<br />
<br />
Bene iniziate pure a contattarmi<br />
e mi raccomando, non alzate la mano per andare al bagno......<br />
<br />
Buona giornata! Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8979009411146595232.post-4211594193085261312020-03-07T01:36:00.000-08:002020-03-07T01:43:38.217-08:003 MEC ABBuongiorno ragazzi,<br />
vi allego un tutorial per risolvere un problema classico sulla parabola, dall'equazione data, tracciare il suo grafico.<br />
<a href="https://youtu.be/hbpBxoEVktU" target="_blank">Lezione 4</a> (risolvere alcuni esercizi riferiti alle pagine allegate al video)Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8979009411146595232.post-63360531410658431432020-03-07T01:32:00.000-08:002020-03-07T01:32:47.373-08:001 TLA C<br />
Buongiorno ragazzi,<br />
vi allego un video sulla scomposizione di un TRINOMIO che risulta essere un quadrato di binomio.<br />
<br />
<a href="https://youtu.be/IfgfFMynv3Q" target="_blank">Lezione 3</a> (esercizi riferiti nel video)<br />
<br />
Buon lavoro!Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8979009411146595232.post-69310034907067094592020-03-06T23:36:00.002-08:002020-03-07T00:03:32.791-08:002EEA A Proprietà dei radicali.Buongiorno 2 EEA A<br />
Vi allego due video lezioni sulla proprietà invariantiva dei radicali, scusate il tono basso e lento del video, ma i vicini quando mi sentono parlar di radicali battono sulla parete con il manico della scopa ;)<br />
<br />
<a href="https://youtu.be/5nwneKTrbZo" target="_blank">Lezione 3</a> (semplificazione di radicali)<br />
<br />
<a href="https://youtu.be/jMkM0WgmX0Q" target="_blank">Lezione 4</a> (riduzione allo stesso indice di radicali)<br />
<br />
Fate 5 esercizi per ogni lezione scelti fra quelli adiacenti che ho risolto.<br />
<br />
Buon lavoro! Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8979009411146595232.post-62802907469628803622020-03-05T09:45:00.001-08:002020-03-05T09:45:10.174-08:001TLA CSalve ragazzi!<br />
Possiamo azzardare ad andare un po' avanti (in realtà usando concetti che conosciamo bene).<br />
Affrontiamo la scomposizione dei polinomi, ossia dato un polinomio trasformarlo in un prodotto di fattori di grado inferiore al polinomio di partenza.<br />
<br />
Le tecniche di scomposizione sono diverse, inizieremo da quelle che usano i prodotti notevoli (si proprio quelli che sono stati l'argomento dell'ultima verifica).<br />
<br />
Iniziamo dalla DIFFERENZA DI DUE QUADRATI.<br />
<br />
<a href="https://youtu.be/G6rPqhFEIJY" target="_blank">Lezione 2</a> (es a pag 320)Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8979009411146595232.post-32087539517191499672020-03-05T06:32:00.000-08:002020-03-05T06:44:13.721-08:003 MEC ABSalve vi allego un terzo esercizio svolto, riguarda un classico problema della parabola: TRova l'equazione della parabola noti tre punti per cui la stessa passa.<br />
<a href="https://youtu.be/19sPdTOFDYE" target="_blank">Lezione 3</a> ( es a pag 221)Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8979009411146595232.post-70784622963258952502020-03-05T03:42:00.001-08:002020-03-05T03:42:20.870-08:00Per la classe 1TLA CBuongiorno ragazzi, inserirò quotidianamente, alcune video lezioni, piuttosto artigianali, che spero di migliorare di volta in volta.<br />
Vi chiedo di commentare con il vostro nome e cognome se siete riusciti a caricare il video.<br />
Potete farmi anche delle domande direttamente attraverso i commenti.<br />
L'indirizzo del blog è brevemente matematica.info.<br />
Per ora inizio con un ripasso ma penso di aggiungere alcuni argomenti (in particolare le scomposizioni dei polinomi) di cui avevamo parlato in classe.<br />
<br />
Buon lavoro.<br />
<br />
<a href="https://youtu.be/Cet70_iuGWI" target="_blank">Lezione 1 </a>(ripasso ed esercizi sul teorema del resto)Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8979009411146595232.post-47494819793614077642020-03-04T12:41:00.000-08:002020-03-05T03:56:09.716-08:00Per le classi 3MecA e 3MecBSalve ragazzi, riprendo gli ultimi argomenti svolti in classe: la parabola la sua definizione e le relazioni tra i coefficienti della sua equazione con il fuoco, la direttrice il vertice e l'asse di simmetria.<br />
Inserirò qui, per iniziare, i link ad alcuni esercizi risolti.<br />
Se volte farmi delle domande o volete dei chiarimenti potete scrivermi alla mia mail del Malignani.<br />
<br />
<a href="https://youtu.be/KCdBr_t34L0" target="_blank">Lezione 1</a> (problemi classici sulla parabola)<br />
<br />
<a href="https://youtu.be/5FjOxu-r4eM" target="_blank">Lezione 2</a> (problemi classici sulla parabola)Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8979009411146595232.post-41616711587657305692020-03-04T08:08:00.000-08:002020-03-04T09:20:40.179-08:00Per la classe 2 EEA ABuongiorno ragazzi!<br />
Tutto bene? Spero di si.<br />
Vi rimando ad alcune lezioni teoriche che riprendono l'ultimo l'argomento visto in classe: i radicali.<br />
Riassumendo abbiamo introdotto i seguenti argomenti:<br />
Irrazionalità della radice di 2, Campo di esistenza dei radicali (in particolare ad indice pari) e la proprietà invariantiva dei radicali con le sue applicazioni pratiche (semplificazione e riduzione allo stesso indice).<br />
Non sono molto attrezzato per cui le mie "video-lezioni" risulteranno un po' artigianali, spero di organizzarmi con qualche buon software nei prossimi giorni.<br />
Quelle che vi inserisco io, direttamente qui, nei link successivi saranno esercizi svolti, vi rimanderò a video-lezioni, già pubblicate da altri che ritengo ben fatte (anche dal punto di vista grafico),<br />
<br />
Da questo link potete rivedere gli argomenti introdotti in classe<br />
<br />
<a href="https://youtu.be/j330pN9wEFs" target="_blank">Prime proprietà dei radicali </a><br />
<br />
Ecco alcuni esercizi svolti<br />
<br />
<a href="https://youtu.be/7hjmZjoGzUU">https://youtu.be/7hjmZjoGzUU</a><br />
<br />
<a href="https://youtu.be/5S3qX_juDOA" target="_blank">https://youtu.be/5S3qX_juDOA </a><br />
<br />
<a href="https://youtu.be/ES_kzujkWHI" target="_blank">https://youtu.be/ES_kzujkWHI </a><br />
<br />
La prima cosa che devo risolvere è caricare i video in verticale poi il più è fatto.Unknownnoreply@blogger.com0