surds

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Maths Karteikarten am surds, erstellt von evie yallouz am 06/06/2017.
evie yallouz
Karteikarten von evie yallouz, aktualisiert more than 1 year ago
evie yallouz
Erstellt von evie yallouz vor mehr als 7 Jahre
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Zusammenfassung der Ressource

Frage Antworten
what is a surd? irrational square roots ( not even and don't work out straight away) e.g.√20
what is √28 simplified √28 = √4 x 7 = √4 x √7 = 2 √7 we got the two in the end because 2 times 2 is 4, so 4 is a factor and we originally got 4 and 7 because 4 times 7 equals 28
work out: 3√20 3√20 = 3√4 x 5 = 3√4 x √5 = 3 x 2√5 = 6√5 keep the 3 in the front of the equation until the end, then multiply it with the number OUTSIDE the root only
what numbers do u divide to get the square root number? 3√20 = 3√4 x √5 in this we are talking about the numbers 4 and 5 one of them has to be one of the following numbers in this list: 4 ,9 ,16 ,25 ,36 ,49 ,64 ,81,100 ,121 in this equation we chose 4 because it fit in trying to equal 20
unsimplièfy this surd 3√2 3√2 = √9 x √2 = √9 x 2 = √18 doit backwards to what you normally would
what is a like surd? a surd with the same number in the square root e.g. 7√3 + 5√3
figure out this like surd 2√3 + 4√3 2√3 + 4√3 = 6√3 you simplify add the outside numbers
work out this NOT LIKE surd 5√2 - √8 5√2 - √8 = 5√2 - √4 x √2 = 5√2 - 2√2 =3√2 you get the first surd and times it at the back of the equation
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