Har du märkt att väderpresentatörerna på tv betraktar dig som en idiot? Trots att du gått flera år i skolan? Det är självklart för alla (utom för tv-presentatören) att ett intervall presenteras enligt ’min’ till ’max’. På tv kastar man i stället om detta och skriver ”-5 till -10” när vinterkylan slår till, alltså temperaturintervallets högsta gräns först.
Dags för intervallträning?
Ingemar räknar
Tv:s väderpresentatörer behandlar tittarna som idioter, skriver Ingemar Sjöström och menar att lite intervallträning vore på sin plats.
Och så delar han med sig av en tumregel som kommer att göra dig till kung!

Om du inte är trygg i hur du använder intervall, så lär dig det nu! Foto: Adobe Stock
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Du har säkert sett att man får problem med temperaturer runt 0. Man skriver inte ”-3 till 3” utan löser detta (elegant tycker de nog) som ”omkr 0”. Vad är det för fel på att använda det som alla en gång lärt sig?
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


