Hej Astrid,
inriktning på Naturvetenskapsprogrammet läser man vanligtvis från åk2. Även om du nu, när du söker till gymnasiet, måste "välja" även inriktning "Natur" eller "Sam" - men det är oftast endast bara ett önskemål, som du senare kan ändra - när du läser på gymnasiet, innan åk2.
Så, om du är mycket osäker ang. inriktning - välj gymnasieskola som erbjuder båda inriktningar, så kan du bestämma dig sen, under åk1.
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)
Liselotte
Som du kan se i Programplanen för NA> läser man Biologi 2, Fysik 2, Kemi 2 och Matte 4 som obligatoriska (inriktnings-) kurser i inriktningen "natur". Samtidigt som man på inr "sam" läser i stället Geografi 1, Samhällskunskap 2 och "Ett naturvetenskapligt ämne" - som skolan bestämmer eller ibland låter eleverna välja bland några olika kurser; och så väljer man ännu 100 poäng /en normalstor kurs/ fler inom Programfördjpningen, om man läser på "sam", därför att inriktningskurserna på sam är färre.
Du frågar om man kan bli en Biolog> om man på gymnasiet läser inriktning Natur/Sam. Särskild behörighet till högskoleprobram i Biologi är: godkända betyg i gymnasiala kurser Biologi 2, Fysik 1a, Kemi 2, Matematik 4. Så, för att bli behörig kan man läsa natur-sam men då måste man som valbara kurser "ta" Biologi 2; Kemi 2 och matte 4.
Alt. måste man komplettera efter gymnasiet.
Du frågar också om man måste vara Jätteduktig på matte och fysik för att gå på Naturvetenskapsprogrammet.
Det ligger till så här:
på Naturvetenskapsprogrammet och på Teknikprogrammet läser man det avancerade spåret i matte; man läser det också i snabb takt. Den allmänna rekommendationen är att man bör i alla fall ha C-betyg i matte, fysik och kemi - för att orka/hinna med det tempot på de ämnena som man ska hålla för att bli godkänd i ämnena.
Givetvis kan man "kämpa på", men saken är den att det är även många andra ämnen/kurser som eleverna läser; och det är också nödvändigt att ha tillräckligt med återhämtningstid/fritid. Därför funkar det inte att plugga dygnet runt; man måste hinna bli klar med pluggandet så pass att man även hinner vila och sova.
Hur mycket pluggande kommer det att krävas från just dig, kan jag tyvärr inte svara på.
Svårighetsgrad i mattekurserna kan du se på www.matteboken.se - och Matte 1, 2 och 3 måste man hinna med under åk1 och 2 på gymnasiet, om man läser NA eller Teknik. Detta för att under åk3 även hinna, vid behov, läsa matte 4 och kanske också matte 5. Matte 5 krävs ej för behörighet till någon högskoleutbildning i Sverige (i alla fall idag och så vitt vi vet - vi har undersökt det under våren 2017) - men matte 5 ger meritpoäng, därför vill många elever vars högskoleutbildningar kräver godkänt betyg i matte 4, även läsa matte 5.