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25問 • 3ヶ月前
  • Jasmine Kelly Abejero
  • 通報

    問題一覧

  • 1

    is an arrangement of lines or shapes which is repeated at regular intervals. Anything that is not random is a pattern.

    pattern

  • 2

    the series of numbers: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, .… The next number is found by adding up the numbers before it.

    Fibonacci sequence

  • 3

    Fibonacci numbers are named after Italian mathematician?

    Leonardo of Pisa

  • 4

    is a special number represented by phi "φ" which is equal to 1.618.

    golden ratio

  • 5

    characteristics of a language of mathematics

    Precise Concise Powerful

  • 6

    In order to be considered a language, a system of communication must have the?

    vocabulary, grammar, syntax, and people who use and understand it.

  • 7

    a collection of objects or things that can be written is either in a set-roster or set-builder notation.

    set

  • 8

    Set was introduced in 1879 by?

    Georg Cantor

  • 9

    It is the collection of all elements of different sets. An example is a set of Real Numbers with counting numbers, whole numbers, integers, fractions, radicals.

    Universal set

  • 10

    It has no element and sometimes called an empty set or void set.

    Empty set

  • 11

    It is a set whose elements are countable. An example is the number of siblings in a family.

    Finite set

  • 12

    It is a set with no last element and uses the symbol …. An example is the number of COVID -19 cases in the world.

    Infinite set

  • 13

    These are sets with the same number and kind of elements.

    Equal sets

  • 14

    These are the sets with the same kind but of different numbers of elements.

    Equivalent sets

  • 15

    A set with only one element. An example is the number of Deans in the College of Communication.

    Unit set

  • 16

    It is a set whose elements are present in another set

    Subset

  • 17

    It is a set whose elements cannot be found in another set.

    The complement of a set

  • 18

    is a science that deals with statements or inferences that show correct reasoning.

    Logic

  • 19

    are words or symbols that connect 2 sentences to produce a new sentence. The truth or falsity of a statement depends on the truth or falsity of the components.

    Connectives

  • 20

    is a complete declarative sentence that is either true or false but not both.

    Proposition

  • 21

    two quantifiers that are commonly used in mathematics

    universal and existential quantifiers

  • 22

    Polya's four-step plan

    1. Understand the problem 2. Devise a plan 3. Carry out the plan 4. Look back

  • 23

    is the form of reasoning used when you argue from specific cases to the general case.

    Inductive reasoning

  • 24

    You argue from general cases to specific cases.

    deductive reasoning

  • 25

    is the process of drawing a conclusion based on premises that are generally assumed to be true.

    Deductive reasoning

  • CONTEMP MOD 5

    CONTEMP MOD 5

    Jasmine Kelly Abejero · 5問 · 3ヶ月前

    CONTEMP MOD 5

    CONTEMP MOD 5

    5問 • 3ヶ月前
    Jasmine Kelly Abejero

    FOI (MOD 1)

    FOI (MOD 1)

    Jasmine Kelly Abejero · 8問 · 3ヶ月前

    FOI (MOD 1)

    FOI (MOD 1)

    8問 • 3ヶ月前
    Jasmine Kelly Abejero

    MMW MOD 4

    MMW MOD 4

    Jasmine Kelly Abejero · 26問 · 3ヶ月前

    MMW MOD 4

    MMW MOD 4

    26問 • 3ヶ月前
    Jasmine Kelly Abejero

    STS MOD 2

    STS MOD 2

    Jasmine Kelly Abejero · 36問 · 3ヶ月前

    STS MOD 2

    STS MOD 2

    36問 • 3ヶ月前
    Jasmine Kelly Abejero

    STS MOD 3

    STS MOD 3

    Jasmine Kelly Abejero · 16問 · 3ヶ月前

    STS MOD 3

    STS MOD 3

    16問 • 3ヶ月前
    Jasmine Kelly Abejero

    問題一覧

  • 1

    is an arrangement of lines or shapes which is repeated at regular intervals. Anything that is not random is a pattern.

    pattern

  • 2

    the series of numbers: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, .… The next number is found by adding up the numbers before it.

    Fibonacci sequence

  • 3

    Fibonacci numbers are named after Italian mathematician?

    Leonardo of Pisa

  • 4

    is a special number represented by phi "φ" which is equal to 1.618.

    golden ratio

  • 5

    characteristics of a language of mathematics

    Precise Concise Powerful

  • 6

    In order to be considered a language, a system of communication must have the?

    vocabulary, grammar, syntax, and people who use and understand it.

  • 7

    a collection of objects or things that can be written is either in a set-roster or set-builder notation.

    set

  • 8

    Set was introduced in 1879 by?

    Georg Cantor

  • 9

    It is the collection of all elements of different sets. An example is a set of Real Numbers with counting numbers, whole numbers, integers, fractions, radicals.

    Universal set

  • 10

    It has no element and sometimes called an empty set or void set.

    Empty set

  • 11

    It is a set whose elements are countable. An example is the number of siblings in a family.

    Finite set

  • 12

    It is a set with no last element and uses the symbol …. An example is the number of COVID -19 cases in the world.

    Infinite set

  • 13

    These are sets with the same number and kind of elements.

    Equal sets

  • 14

    These are the sets with the same kind but of different numbers of elements.

    Equivalent sets

  • 15

    A set with only one element. An example is the number of Deans in the College of Communication.

    Unit set

  • 16

    It is a set whose elements are present in another set

    Subset

  • 17

    It is a set whose elements cannot be found in another set.

    The complement of a set

  • 18

    is a science that deals with statements or inferences that show correct reasoning.

    Logic

  • 19

    are words or symbols that connect 2 sentences to produce a new sentence. The truth or falsity of a statement depends on the truth or falsity of the components.

    Connectives

  • 20

    is a complete declarative sentence that is either true or false but not both.

    Proposition

  • 21

    two quantifiers that are commonly used in mathematics

    universal and existential quantifiers

  • 22

    Polya's four-step plan

    1. Understand the problem 2. Devise a plan 3. Carry out the plan 4. Look back

  • 23

    is the form of reasoning used when you argue from specific cases to the general case.

    Inductive reasoning

  • 24

    You argue from general cases to specific cases.

    deductive reasoning

  • 25

    is the process of drawing a conclusion based on premises that are generally assumed to be true.

    Deductive reasoning