Hvordan udregner man arealet af en trekant?
½ højde * grundlinje
Hvordan regner man et gennemsnit ud?
Man ligger alle værdierne sammen, og dividere med det antal værdier der er i alt.
Eksempel= 2+4+6=12/3=4
Hvad er et negativt tal?
Det er tal under 0
Hvad er en lineær funktion?
En ret linje der vokser med a hver gang den går en ud på x-aksen
Hvad er rente?
Rente er et gebyr man betaler for at låne penge i en periode
Nævn 5 polygoner
Trekant, firekant, femkant, kvadrat, trapez, sekskant, retvinklet trekant osv.
Nævn tre forskellige diagrammer.
Graf, søjlediagram, pindediagram og cirkeldiagram osv.
Hvad er rækkefølgen i regnearternes hierarki?
Parentes
Kvadratrod og potens
Gange og division
Plus og minus
Hvad er formlen for en lineær funktion?
F(x)=
Hvad er rente formlen?
Kn=k0*(1+r)n
Hvad er ligningen for Pythagoras lærersætning?
a^2+b^2=c^2
Hvor stor sandsynlighed er der for at trække en hjerter 1, ruder 5, spar 2 og klør 7? Forkort brøken så meget du kan.
1/13
Hvad er et primtal?
Et tal som kun går op i sig selv, og kun kan ganges med 1
Hvad betyder a og b i en lineær funktion?
A er hvor mange gange linjen går op og b er hvor man starter på y-aksen
Hvad er indeks tal?
Hvor mange procent et tal ændrer sig i en talrække
Hvad er forskellen på ligedannede og kongruente trekanter?
Forskellen er at kongruente trekanter både har samme vinkler, sidelængde og dækker hinandens overfladeareal, hvor ligedannede trekanter kun har samme vinkler.
Hvor mange gange varmere er det i juni måned end i december?
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
5 gange varmere
Hvad er reelle tal?
Det er rationelle og irrationelle tal sammen.
Hvis en funktion er f(x)=5x og man er på 20 i y-aksen hvor er man så på x-aksen?
4
Hvis en taske koster 425kr med moms, hvad kostede den så før moms?
Facit eller hvordan man regnede det ud 340
Hvordan udregner man en polygons vinkelsum?
(n-2)*180
N= Antal kanter i polygonen
Hvad er et boksplot?
Det er et kassediagram, som anvendes indenfor statistik.
Hvordan dividerer man to brøker
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Hvis en funktion er f(x)=7x+3 hvad vil der stå på y-asken hvis x var 6?
7*6+3=45
En mand har 20. 000 kr i banken, banken har en rente på 3 procent. Hvor mange penge har han efter 12 interval?
Fortæl enten facit eller hvordan man regner det ud (facit 28.515 kr)