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GENED4
  • 1. Is a systematic way of communication with other people use of sounds or conventions symbols.
A) Function
B) Relation
C) Language
  • 2. was invented to communicate ideas to others.
A) Sets
B) Language
C) Grammar
  • 3. Characteristics of the Mathematics Languag, except?
A) Powerful
B) Concise
C) Precise
D) Equality
  • 4. is able to make every fined distinction or definition.
A) Concise
B) Powerful
C) Precise
  • 5. you able to say things briefly.
A) Powerful
B) Concise
C) Precise
  • 6. able to express complex thoughts with relative ease.
A) Precise
B) Powerful
C) Concise
  • 7. It is represented by a letter, like x or y. A symbol for value we don’t know yet.
A) Variables
B) Sets
C) Functions
  • 8. It says that a certain property is true for all elements in a set. “For all”, “For each”, “For every”
A) Universal Statement
B) Conditional Statement
C) Existential Statement
  • 9. It says that a certain property is true for all elements in a set. “For all”, “For each”, “For every”
A) Existential Statement
B) Conditional Statement
C) Universal Statement
  • 10. It says that there is at least one thing for which the property is true.
A) Existential Statement
B) Universal Statement
C) Conditional Statement
  • 11. Which of the following is true about functions?
A) Functions are not related to relations
B) Functions cannot be represented as ordered pairs
C) Each input relates to only one output
  • 12. An infinite set is one that
A) Cannot be counted
B) Has a finite number of elements
C) Can be counted
  • 13. A universal statement asserts that a property is true for:
A) At least one element of a set
B) All elements of a set
C) Some elements of a set
  • 14. What type of statement is "Every prime number is odd"?
A) Existential Statement
B) Universal Statement
C) Conditional Statement
  • 15. Which of these is an example of a conditional statement?
A) There exists a prime number
B) If x is a dog, then x is a mammal
C) For all positive integers
  • 16. Equal sets have
A) Only one element in common
B) Exactly the same elements
C) Different elements
  • 17. What is the primary purpose of the language of mathematics?
A) To create music
B) To decorate text
C) To communicate ideas
  • 18. The word "is" in mathematics can indicate what?
A) Only membership
B) Only quality
C) Equality, inequality, or membership
  • 19. Which term represents a symbol for a value that is not yet known?
A) Variable
B) Numeral
C) Constant
  • 20. If A = (2, 4, 6) and B = (1, 2, 3), the intersection A∩Bis:
A) {4,6}
B) {2}
C) (1, 2, 3, 4, 6)
  • 21. In mathematics, a concise expression helps to:
A) Overcomplicate information
B) Convey complex ideas in shorter terms
C) Eliminate precision
  • 22. If A = {x | x is a prime number), what does A consist of?
A) Numbers like 2, 3, 5, 7, etc.
B) Whole numbers only
C) Only the number 1
  • 23. Which of the following signifies that two sets are equal?
A) A=B
B) AUB
C) A/B
  • 24. Which of the following is true about functions?
A) Each input can relate to multiple outputs
B) Functions are not related to relations
C) Each input relates to only one output
  • 25. A set is ___ if the number of elements is counted
A) finite
B) infinite
  • 26. Sets with exactly the same elements and cardinality
A) equivalent sets
B) equal sets
  • 27. A set is ___ if the number of elements cannot be counted
A) finite
B) infinite
  • 28. sets are set with the same number of elements or cardinality
A) equivalent set
B) equal set
  • 29. set with common elements
A) joint sets
B) disjoint sets
  • 30. set with no common elements
A) joint set
B) disjoint sets
  • 31. set of all elements.
A) Universal set
B) Complement sets
  • 32. set that contains no elements
A) empty sets
B) no sets
  • 33. It is a function where each element in the domain is related to only one value in the range by some rule.
A) Function
B) Domain
C) Elements
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