Surds (Junior Cert Mathematics): Flashcards
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Practise the cards
12 cards from this deck
Definition of a surd
Definition of a surd
Numbers left as roots because they give irrational numbers
Can irrational numbers be written as fractions?
Can irrational numbers be written as fractions?
No, they cannot be written as simple fractions
Irrational number decimal form
Irrational number decimal form
Infinitely long with no recurring pattern
Is a surd?
Is a surd?
Yes, it gives an irrational number
Types of roots that can be surds
Types of roots that can be surds
Square roots, cube roots, or other roots
Definition of rational numbers
Definition of rational numbers
Numbers written as fractions or whole numbers
Rational number decimal forms
Rational number decimal forms
Either stop (terminate) or repeat in a pattern
Is a surd?
Is a surd?
No, it equals 2, a whole number
Purpose of using surds
Purpose of using surds
To keep calculations precise and accurate
What is exact form?
What is exact form?
Leaving answer as surd rather than rounding to decimal
Is rational or irrational?
Is rational or irrational?
Irrational
Examples of surds
Examples of surds
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