Presentació

[br]El principal repte amb el que ens trobem a la nostra professió no és tant el fet d'"ENSENYAR" matemàtiques com el d'aconseguir que els alumnes "APRENGUIN" matemàtiques.[br][br]Amb aquest objectiu en ment, cal buscar què vol dir aprendre matemàtiques i quines activitats poden afavorir al desenvolupament del[b] PENSAMENT MATEMÀTIC[/b].
Aquesta idea ens demana que fugim de treballs rutinaris i busquem un espai on experimentar la matemàtica, un lloc on DESCUBRIR, DEBATRE, CONCEPTUALITZAR i FORMALITZAR aquests petits descobriments. Aquesta idea ens porta a fer els primers passos en un laboratori de matemàtiques per treballar processos d'investigació, conceptualització i formalització a través de la resolució de problemes.[br][br]La resolució de problemes propicia que l'alumne creï el seu propi coneixement.[br][br]Que vinguin a resoldre preguntes i que se'n vagin amb més preguntes encara.[br][br][br]Aquests reptes han de garantir la participació de tot l'alumnat i, al mateix temps, permetre ampliar (fer-se noves preguntes, abordar nous reptes) a qui ho necessiti. Tots els alumnes han d'aportar al grup, tots es mereixen el seu moment de glòria matemàtica, el seu moment d'èxit.[br]Tots han de ser capaços de resoldre alguna pregunta i, a ser possible, ampliar el problema amb alguna pregunta.[br][br]Precisament, molts alumnes pateixen cert estrès davant un problema per no saber fer-se les preguntes adequades. Preguntes que són la base per acabar PENSANT MATEMÀTICAMENT. Per aquest motiu cal treballar amb els alumnes l'art de fer-se preguntes per avançar dins un problema, per comprendre el problema per dins i, a ser possible, per volar més enllà del problema.[br][br]Donem-los ales per a que pugin descobrir per ells mateixos.

Petits problemes per a grans científics

Capsetes additives
[br]Les capsetes additives ens permeten simbolitzar una una suma. Dels nombres que hi ha representats a cada casella, el nombre que està just al damunt és la suma dels que té immediatament a sota.
Què més podem demanar?[br][br]Un cop s'ha assimilat la mecànica, ja podem començar a incloure reptes que continguin un raonament més profund.[br][br]Com podem distribuir els nombres de l'1 al 5 a les caselles de manera que el nombre que va al resultat sigui el més gran possible?[br]Hi ha més d'una opció?
Una opció més
Cal col·locar tres de les cartes numerades amb el [b]-5[/b], [b]-3[/b], [b]4[/b] i [b]6[/b] a les caselles [b]A[/b], [b]B[/b] i [b]C[/b] de manera que el resultat a [b]R[/b] sigui el més gran possible.[br][br][img width=609,height=389]https://lh7-us.googleusercontent.com/I5GTVFecUKWLJSEwCCF87Ot0HpeBpGqWbLOuc7aJ-VZMqhNihz9b50Z8DBCvOUoyz-0OjiejvKCgx1DqgIa5XeQd7QtkWFWWZ2o-WndGZqkdTuQXcqPPoLHrMMp8DIU_K4lU85515Dr4aFMfXXsUiyc[/img][br][br][list][*]Hi ha solució única al problema?[/*][*]Quines estratègies utilitzes?[/*][*]Què observes?[/*][/list]

L'ordre que imposen les avelles

Repte
A les bresques numèriques que us presentem les abelles hi han amagat nombres, un darrera cada cel·la hexagonal, de manera que la suma dels nombres que envolten un punt roig val sempre el mateix.[br][br]A més, a les abelles no els agrada repetir nombres i per això, usen tots els nombres des de l’1 fins al nombre de cel·les que té la bresca. Per exemple, la bresca A està formada per cinc cel·les, per això les abelles hi han amagat els nombres de l’1 al 5.
[br][list=1][*]Sabent que la suma dels nombre que toquen a cada punt val 10, quin nombre pot anar al centre de la figura?[/*][*]Hi ha més opcions possibles d’omplir la bresca? En aquests casos, quin valor pren la suma dels nombres que toquen als punts rojos? Quins nombres poden anar a l’hexàgon central? Per què els altres no? Justifica la resposta.[br][/*][*]Si ara, enlloc de posar els nombres de l’1 al 5, a la figura A hi posem els nombres 2, 4, 6, 8 i 10, podríem omplir la figura de manera que la suma dels nombres que toquen a un punt fos igual? si és que si, quantes maneres diferents? Usant els primers cinc senars en podríem trobar més? Justifica les teves respostes.[br][/*][/list]
Què més podem demanar?
Modifiquem lleugerament la bresca afegint tres cel·les hexagonals més cada cop, tal i com es mostra a la imatge 2.[br]En aquest segon taulell hi distribuirem els nombres de l’1 al 8, sense repetir-ne cap. La bresca C, en canvi, la omplirem amb els nombres de l’1 a l’11.
[list=1][*] Si saps que a la bresca B el valor de la suma a cada punt és 12, omple la figura amb els nombres de l’1 al 8. Hi ha algun nombre que sigui especial i que vulguis posar primer? En quina posició?[br][/*][*]Si omplim la bresca B amb els nombres de l’1 al 8, quins valors poden prendre les sumes? Argumenta la teva resposta.[br][/*][/list]
Què fan els alumnes?
Quines preguntes s'ha de fer? Què troben?

FM: Fent torres amb peces del Jenga

Continuem amb problemes del FEM MATEMÀTIQUES 24 ![br]
L’Eli i l’Àkram estan utilitzant les peces del Jenga per fer construccions. A mesura que construeixen, van numerant les peces. D’aquesta manera, saben en quin ordre les han col·locat totes.[br]La construcció es va fent per fases i, després de cada fase, s’afegeix una nova planta de la construcció.[br][br][img]data:image/png;base64,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[/img][br][br]Si sempre es segueix la mateixa rutina de construcció:[br][br]a) A la cinquena fase de la construcció, quin número tindrà la peça que faci d’antena a la part superior? I a la desena fase? I la cinquantena fase? Podríeu generalitzar per la fase n?[br][br]b) Considereu la construcció que té 20 peces verticals en la seva base, quin número tindrà assignada la 20a peça de la base? Com arribeu a aquesta conclusió?[br][br]c) En la torre de fase 10, on es troba col·locada la peça número 50?[br][br]d) Si tinc construïda la fase 10, quantes peces he d’afegir per completar la fase 11? I la fase 12 a partir de la 11? I la 50 a partir de la 49? Generalitzeu quantes peces haurem d’afegir a la construcció de la fase n si partim de la fase anterior?[br]
Hi ha lloc per una petita ampliació?
L'Eli i l'Àkram estaven muntant les fases II i II i se'ls han acabat les peces just quan volien començar a muntar la fase IV.[br]Podran construir la fase IV usant només les peces de les fases II i III? [br][br]En general, amb les peces de dues fases consecutives es pot muntar la fase següent?[br][br]Tenim muntada una fase del joc. Podem muntar la fase següent a aquesta usant les peces de la fase que tenim i d'alguna de les anteriors de manera que encaixin el nombre de peces? Quan?

Cloenda

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