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Y= asinx + bcosx c= roten ur a^2 + b^2 och tanv= b/a I fysik 2 kommer du få läsa om harmoniska svängningsrörelser som tar upp hooks lag Jag undrar helt enkelt varför a inte får vara negativt för att  Asinx + bcosx = csin(x+v) ska gälla,
Asinx+bcosx säg att jag har funktionen y= asinx + bcosx och jag vill ha största värdet Tar jag och skriver om det till formen y = c sin (x+v) och beräknar största värdet därifrån, eller kan jag direkt bara ta a+b? Här har du möjlighet att återställa ditt lösenord samt bli påmind om vilket användarnamn du har
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