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Study these flashcards

- Great-britain-uk
- Colchester County High School
- 1. Algebra

Anonymous

• 158

cards
How are **real numbers** represented?

What types of **number** make up the **real number system**?

How are **rational numbers** denoted?

What are **rational numbers**?

What does the **manipulation** of **rational numbers **produce?

How are **integers** denoted?

What are **integers**?

How are **natural numbers** denoted?

What are **natural numbers**?

What are **irrational numbers**?

What are the types of **symbol**?

What are **constants**?

What are **variables**?

What are **parameters**?

How are **counters** or **indices** denoted?

How are **terms** produced?

How is **multiplication** denoted?

How are **expressions** produced?

How can **expressions** be compared?

What are the types of **equality**?

How are **consecutive integers** denoted?

How are **consecutive even integers** denoted?

How are **consecutive odd integers** denoted?

What are the **laws of algebra**?

What are *a*, *b* and *c* in the **laws of algebra**?

What are the **commutative** **laws**?

What are the **associative** laws?

What is the **distributive law**?

What are the **identity laws**?

What are the **inverse laws**?

What are the **zero** **factor** laws?

What are the laws for **negatives**?

How is **subtraction **defined?

How is **division defined**?

What are the **quotient** laws?

What are the laws of **exponents**?

What are *m*, *n*, *a* and *b* in the laws of **exponents**?

What is the law for **zero** as an **exponent**?

What are the laws for **negative integer exponents**?

What are the **exponent** laws for **multiplication** and **division**?

What is a **semifactorial** or **double factorial**?

What is the **semifactorial** of *n* when *n* is **even**?

What is the **semifactorial** of *n* when *n* is **odd**?

How are the **binomial coefficients** found?

What is the **Pascal Triangle Identity**?

What is the **factorial expression **for** binomial** **coefficients**?

What are the properties of the **binomial coefficients**?

How are **quadratic expressions** simplified?

What are the **quadratic identities**?

How is the **sum** of **two** **squares** **simplified**?

How are **polynomials factorised**?

How are **rational functions** simplified?

What are the rules for **simplifying** **rational functions**?

What is the **nth root radical**?

What is the **radical** notation?

What are the properties of **root expressions**?

What are the **simplification** rules for **radical expressions**?

What does **extracting** a **term** involve?

What is the **geometric** interpretation for solving an **equation**?

What is the **geometric** interpretation for solving **simultaneous equations**?

When are there **no** **roots** for **simultaneous equations**?

When are there **infinite solutions** for **simultaneous equations**?

What is the general form of a **quadratic equation**?

What are the methods for solving a **quadratic**?

What is the **completed** **square **form of a **quadratic equation**?

What is the **completed square formula**?

How is the **quadratic formula** derived?

What is the **quadratic formula**?

What does the value of the **discriminant** determine?

How can **quadratics** be solved **graphically**?

How can other **equations** be solved as **quadratics**?

What is the general form of a **polynomial**?

How are **polynomials** ordered?

What is a **complex polynomial**?

What is the **factor theorem**?

What is the **Fundamental Theorem of Algebra**?

How many **roots** do **irreducible** **quadratic factors** of **polynomials** have?

What is **partial fraction decomposition**?

When is **partial fraction decomposition** particularly useful?

What is the method for **partial fraction decomposition**?

What is the **partial fraction sum** for **factors** of the form *(ax+b)*^{m}?

What is the **partial fraction sum** for **factors** of the form *(ax*^{2}+bx+c)^{n}?

What is the **partial fraction decomposition** of an **improper rational expression**?

How is the **limit** of a **rational expression** when *x* tends to **infinity** found?

How are **root equations** solved?

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