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Izjava akademika o školskoj nastavi matematike, fizike,kemije, biologije

 
 
S obzirom na različita mišljenja u Hrvatskoj o nastavnim planovima i programima za osnovne i  srednje škole, a radi pojašnjenja stava Hrvatske akademije znanosti i umjetnosti, slobodni smo ukratko prikazati mišljenje članova Razreda za matematičke, fizičke i kemijske znanosti Hrvatske akademije znanosti i umjetnosti.
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Obrazovanje u području prirodoslovlja i matematike važno je iz slijedećih razloga:
- pravilno i suvremeno (znanstveno utemeljeno) poimanje Svijeta i razumijevanje prirodnih pojava je dio opće kulture pojedinaca bitne za zauzimanje utemeljenog i uravnoteženog stava i odnosa spram prirode i društva.
- obrazovanje u području temeljnih prirodnih znanosti (fizika, kemija, biologija) bitno je u svakodnevnom životu pri ocjeni i uporabi svih suvremenih dostignuća i sredstava (aparati, informatika, kemikalije, lijekovi, energija, voda,  ekologija, medicina itd.).
- obrazovanje u području matematike i temeljnih prirodnih znanosti (fizika, kemija, biologija), uz stečeno znanje, razvija sposobnost egzaktnog (kvantitativnog) poimanja. Ta je sposobnost bitna za predviđanje događaja i donošenje pravilnih odluka u svim sferama života, jer razvija sposobnost uzimanja u obzir većeg broja podataka (parametara). Uz to, ta sposobnost omogućuje originalno rješavanje problema što je bitno za razvoj kako društva tako tehnologije i dr. Iz navedenih se razloga s obrazovanjem u matematici i temeljnim prirodoslovnim disciplinama treba započeti u ranoj učeničkoj dobi.
- obrazovanje u području matematike i temeljnih prirodnih znanosti (fizika, kemija, biologija) daje ključnu osnovicu za studije inženjerstva, medicine,   farmacije, biotehnike, matematike, informatike, fizike, kemije, biologije, ekonofizike itd. kao i za odgovarajuće stručnjake na razini srednjeg obrazovanja.
 
Disciplinarno prirodoslovno obrazovanje
 
S obzirom na obujam postojećih znanja u području prirodoslovlja već se davno ustanovila potreba za uspostavljanjem pojedinih prirodoslovnih disciplina koje se međusobno prožimaju i nadopunjuju. Temeljne prirodoslovne discipline su fizika, kemija i biologija (molekularna biologija). Ova podjela se pokazala smislenom i praktičnom, a temelji se kako na sadržaju tako i na potrebi za postupnim savladavanjem gradiva. Započinje se s matematikom. Slijedi fizika za koju je potrebno poznavanje matematike. Za kemiju treba znati odgovarajuće gradivo matematike i fizike. Suvremena biologija (molekularna biologija) zahtijeva poznavanje matematike, fizike i kemije. Primijenjene discipline zahtijevaju dobro poznavanje temeljnih prirodoslovnih disciplina.
 
Interdisciplinarno prirodoslovno obrazovanje
 
Uči se disciplinarno, a djeluje interdisciplinarno. Proučavanje prirodnih pojava zahtijeva timski rad stručnjaka iz raznih područja (disciplina). U procesu obrazovanja je naročito zanimljivo neku pojavu osvijetliti s raznih strana. Na primjer, ako se govori o našem planetu, treba primijeniti znanje fizike, geologije, geografije, kemije, biologije, ekologije itd. Međutim, pogrešno bi bilo uspostaviti jedan interdisciplinarni nastavni predmet kao npr. „Prirodoslovlje“, osim u najranijim godinama školovanja kada se priroda razmatra na opisnoj razini. U tom smislu postoje zablude i pogrešna nastojanja, no loša iskustva u razvijenim zemljama dovela su do postupnog napuštanja interdisciplinarne koncepcije. Problem leži u nužnoj postupnosti pri savladavanju znanja iz pojedinih disciplina, a i u kompetenciji nastavnika. Interdisciplinarno obrazovanje bi imalo za posljedicu da učenici o svemu znaju površno, ponešto, ali da bit stvari ne razumiju. Međutim, unutar svake pojedine discipline (nastavnog predmeta) treba nastojati da se u zgodnoj prilici neka pojava razmotri interdisciplinarno primjenjujući stečena znanja iz ostalih disciplina.
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
Suvremeno prirodoslovno obrazovanje
 
Razvoj prirodoslovlja donosi nova znanja i razumijevanja prirodnih pojava što svakako treba uključiti u obrazovni proces. Također, u obrazovanje treba uključiti nove, a prokušane nastavne i pedagoške metode. Sve se promjene trebaju vršiti kontinuirano, u malim koracima, preispitujući rezultate prethodnih zahvata. U obrazovanju se pogreške ne mogu ispraviti ni jednostavno niti brzo. Posljedice pogrešnih zahvata traju i po pola stoljeća. Dosadašnji pristup obrazovanju, s dobro zastupljenim temeljnim prirodoslovnim disciplinama, dao je nekad teško zamislive rezultate u znanosti i primjeni znanosti u svim područjima života. Stoga je jasno da je dosadašnja koncepcija obrazovanja bila itekako plodonosna te da ju ne treba mijenjati, već tek postupno usavršavati. Opasnost pri promjenama u području obrazovanja nalazi se u dva pogrešna nastojanja. Prvo, pogrješno je nastavne predmete, kao što su matematika, fizika, kemija i biologija, objedinjavati u zajedničke interdisciplinarne predmete, osim u najranijim godinama školovanja (do šestog razreda osnovne škole) kada se priroda i prirodne pojave razmatraju na opisnoj razini. Pogubno je smanjivanje nastavnih sati iz temeljnih prirodoslovnih predmeta. Postojeći nastavni plan s određenim nastavnim satima iz matematike, fizike, kemije i biologije ne bi trebalo mijenjati. Međutim, nastavne sadržaje iz pojedinih temeljnih prirodoslovnih disciplina treba osloboditi pretjeranog pamćenja nevažnih podataka (naročito uz danas lako i brzo dostupne informacije) i šablonskog rješavanja zadataka, s time da se temeljni pojmovi bolje utvrđuju i primjenjuju. Potrebno je opremiti školske kabinete za fiziku, kemiju i biologiju. Potrebno je osigurati da nastavnici imaju znanje na višoj razini od onoga koje predaju. Stoga, matematiku, fiziku, kemiju i biologiju, kao i predmet "Priroda", mogu predavati samo predmetni nastavnici koji su završili odgovarajući studij na prirodoslovno-matematičkim fakultetima i koji se tijekom rada dalje stručno usavršavaju dobro programiranim i organiziranim cijeloživotnim obrazovanjem.
 
Strategija obrazovanja, znanosti i tehnologije sa stajališta matematike i prirodoslovnih znanosti
 
Školska nastava matematike, fizike, kemije i biologije kao temelja inženjerskih, medicinskih, biotehničkih, matematičkih, prirodoslovnih, ekonofizičkih te sve više i drugih struka mora biti adekvatno tretirana u strategiji obrazovanja, znanosti i tehnologije kao jedan od ključnih faktora za razvoj gospodarstva i društva. Uloga tih temeljnih znanja treba biti adekvatno sagledana i ugrađena u Strategiju, kao uvjet za uspješnost Hrvatske na svjetskom tržištu rada i znanja, o kojem će prioritetno ovisiti budući životni standard građana Republike Hrvatske. Odustajanje od tog cilja vodilo bi Hrvatsku u zemlju slabo obrazovane i slabo plaćene radne snage. Zato se ne smije na brzinu ulaziti u nedovoljno pripremljene i promišljene promjene obrazovnog sustava kao što su izrada i uvođenje kurikula, donošenje novih i mijenjanje postojećih udžbenika, izmjene zakona i podzakonskih akata i slično. Pritom u obzir treba uzeti neka pozitivna iskustva školstva orijentiranog na razvoj (na primjer u Njemačkoj, Austriji, Kini), kao i neka negativna iskustva školstva koje nije bilo dovoljno orijentirano na razvoj (na primjer u Finskoj, SAD, Engleskoj), a koje su sada uočene u tim zemljama. Rasprave o reformi školstva trebaju se temeljiti na snazi i uvažavanju znanstvenih i stručnih argumenata. U Hrvatskoj akademiji znanosti i umjetnosti održano je o tome niz znanstvenih skupova, objavljeno niz dokumenata te ekspertiza s analizom stanja u Hrvatskoj i u svijetu. Članovi Akademije smatraju svojom dužnošću pridonijeti uspjehu ovog važnog projekta.
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Tko na unutarstranačkim izborima HDZ-a može pobijediti Andreja Plenkovića?

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