Chapter 2: Language Of Mathematics Flashcards
Importance of a Language
•To understand the expressed ideas
• To communicate ideas to others
Characteristics of a Mathematics Language
- Precise
- Concise
- Powerful
able to make very fine distinctions or definitions
Precise
Able to say things briefly
Concise
able to express complex thoughts with relative ease
Powerful
a correct arrangement of mathematical symbols used to represent a mathematical object of interest
Expression
The common problem with expression
How to make it simple
Simpler Expression means
•Fewer symbols
•Fewer operations
is an expression, such as n-5, that consists of one or more numbers and variables along with one or more arithmetic operations.
Variable expression
is used to represent the number 3.14159… This number continues forever without repeating.
Pi
often use _ _ _to represent angles.
(alpha), (beta), and (theta)
frequently used to represent the addition of several numbers, and you will see it provided for this purpose on the toolbar of any spreadsheet program.
Sigma
says that a certain property is true for all elements in a set.
Universal statement
says that if one thing is true then some other thing also has to be true.
Conditional statement