ログイン

math
42問 • 1年前
  • Sab Sescon
  • 通報

    問題一覧

  • 1

    Are two fundamental forms of reasoning for mathematicians

    inductive and deductive reasoning

  • 2

    Is the logical process in which multiple premises, all believed to be true or found true most of the time are combined to obtain a specific conclusion

    inductive reasoning

  • 3

    The process of reaching conclusions based on previously known facts

    deductive reasoning

  • 4

    The conclusions reached by this type of reasoning are not always valid

    inductive reasoning

  • 5

    The conclusions reached by this type of reasoning are valid and can be relied on

    deductive reasoning

  • 6

    Is an evidence; some may call it an argument that establishes a fact or the veracity of something holds

    proof

  • 7

    This definition tells us that in order to claim that the statement are argument is true or valid, there has to be some evidences verified by science

    proof

  • 8

    It gives validation of something that is assumed to be true or false

    proof

  • 9

    Polya's four stop approach to problem solving

    understand the problem devise a plan carry out the plan look back/review the solution

  • 10

    The process of reasoning to a general conclusion through observations of specific cases

    inductive reasoning

  • 11

    Inductive reasoning is also called

    induction

  • 12

    Often used by mathematicians and scientists to predict answers to complicated problems

    inductive reasoning

  • 13

    Is a part of the scientific method

    inductive reasoning

  • 14

    When we make a prediction based on specific observations, it is called ______

    hypothesis or conjecture

  • 15

    _____ (1564 to 1642) used INDUCTIVE REASONING to discover that the time required for a pendulum to complete one swing, called THE PERIOD OF A PENDULUM, depends on the length of the pendulum

    GALILEO GALILEI

  • 16

    GALILEO GALILEI (_____) used INDUCTIVE REASONING to discover that the time required for a pendulum to complete one swing, called THE PERIOD OF A PENDULUM, depends on the length of the pendulum

    1564 to 1642

  • 17

    GALILEO GALILEI (1564 to 1642) used _______ to discover that the time required for a pendulum to complete one swing, called THE PERIOD OF A PENDULUM, depends on the length of the pendulum

    INDUCTIVE REASONING

  • 18

    GALILEO GALILEI (1564 to 1642) used INDUCTIVE REASONING to discover that the time required for a pendulum to complete one swing, called ______, depends on the length of the pendulum

    THE PERIOD OF A PENDULUM

  • 19

    Is the time it takes for the pendulum to swing from left to right and back to its original position

    the period of a pendulum

  • 20

    In testing a conjecture, if a special case is found that satisfies the conditions of the conjecture but produces a different result, that case is called a

    counter example

  • 21

    If a counter example cannot be found, the conjecture is neither _______

    proven nor disproven

  • 22

    Is the process of reasoning to a specific conclusion from a general statement

    deductive reasoning

  • 23

    Deductive reasoning is also called

    deduction

  • 24

    It applies general assumptions, procedures, or principles to reach a conclusion

    deductive reasoning

  • 25

    General to specific

    deductive

  • 26

    Specific to general

    inductive

  • 27

    A question that motivates you to search for a solution

    problem

  • 28

    This implies, first, what you want or need to solve the; and second, that you have to search for a way to find a solution

    problem

  • 29

    Whether a question is a problem or an exercise depends on the prior knowledge of the problem solver

    problem

  • 30

    About finding a solution not just answers to questions

    problem solving

  • 31

    One of the foremost recent mathematicians to make a study of problem solving was _______

    GEORGE POLYA (1887 TO 1985)

  • 32

    GEORGE POLYA (1887 to 1985) was born in _____ and moved to the UNITED STATES in 1940

    HUNGARY

  • 33

    GEORGE POLYA (1887 to 1985) was born in HUNGARY and moved to the ____ in ____

    UNITED STATES 1940

  • 34

    Know what is asked, what are given, etc

    understand the problem

  • 35

    Techniques to solve the problem

    devise a plan

  • 36

    Check or verify the result

    look back or review the solution

  • 37

    Characteristics of the mathematics language

    precise concise powerful

  • 38

    Able to make very fine distinctions or definitions

    precise

  • 39

    Able to say things briefly

    concise

  • 40

    Able to express complex thoughts with relative ease

    powerful

  • 41

    Structural rules governing the use of symbols representing mathematical objects

    grammar of mathematics

  • 42

    The word "_____" could mean equality, inequality, or membership in a set

    is

  • Business Finance

    Business Finance

    Sab Sescon · 46問 · 2年前

    Business Finance

    Business Finance

    46問 • 2年前
    Sab Sescon

    21st century

    21st century

    Sab Sescon · 62問 · 2年前

    21st century

    21st century

    62問 • 2年前
    Sab Sescon

    intro to philosophy of the human person

    intro to philosophy of the human person

    Sab Sescon · 12問 · 2年前

    intro to philosophy of the human person

    intro to philosophy of the human person

    12問 • 2年前
    Sab Sescon

    UCSP

    UCSP

    Sab Sescon · 22問 · 2年前

    UCSP

    UCSP

    22問 • 2年前
    Sab Sescon

    Business Math

    Business Math

    Sab Sescon · 33問 · 2年前

    Business Math

    Business Math

    33問 • 2年前
    Sab Sescon

    Business Finance Quiz

    Business Finance Quiz

    Sab Sescon · 40問 · 2年前

    Business Finance Quiz

    Business Finance Quiz

    40問 • 2年前
    Sab Sescon

    Business Finance

    Business Finance

    Sab Sescon · 126問 · 2年前

    Business Finance

    Business Finance

    126問 • 2年前
    Sab Sescon

    Business Finance

    Business Finance

    Sab Sescon · 43問 · 2年前

    Business Finance

    Business Finance

    43問 • 2年前
    Sab Sescon

    Business Math

    Business Math

    Sab Sescon · 12問 · 2年前

    Business Math

    Business Math

    12問 • 2年前
    Sab Sescon

    business finance

    business finance

    Sab Sescon · 78問 · 2年前

    business finance

    business finance

    78問 • 2年前
    Sab Sescon

    Business Finance

    Business Finance

    Sab Sescon · 36問 · 2年前

    Business Finance

    Business Finance

    36問 • 2年前
    Sab Sescon

    Business Math

    Business Math

    Sab Sescon · 20問 · 2年前

    Business Math

    Business Math

    20問 • 2年前
    Sab Sescon

    Applied Economics

    Applied Economics

    Sab Sescon · 97問 · 1年前

    Applied Economics

    Applied Economics

    97問 • 1年前
    Sab Sescon

    Business Ethics Lesson 1

    Business Ethics Lesson 1

    Sab Sescon · 72問 · 1年前

    Business Ethics Lesson 1

    Business Ethics Lesson 1

    72問 • 1年前
    Sab Sescon

    Business Ethics Lesson 2

    Business Ethics Lesson 2

    Sab Sescon · 30問 · 1年前

    Business Ethics Lesson 2

    Business Ethics Lesson 2

    30問 • 1年前
    Sab Sescon

    Principles of Marketing

    Principles of Marketing

    Sab Sescon · 82問 · 1年前

    Principles of Marketing

    Principles of Marketing

    82問 • 1年前
    Sab Sescon

    Approaches tp Marketing Continuation

    Approaches tp Marketing Continuation

    Sab Sescon · 49問 · 1年前

    Approaches tp Marketing Continuation

    Approaches tp Marketing Continuation

    49問 • 1年前
    Sab Sescon

    investment and interest rates

    investment and interest rates

    Sab Sescon · 24問 · 1年前

    investment and interest rates

    investment and interest rates

    24問 • 1年前
    Sab Sescon

    Market Structure

    Market Structure

    Sab Sescon · 22問 · 1年前

    Market Structure

    Market Structure

    22問 • 1年前
    Sab Sescon

    business ethics

    business ethics

    Sab Sescon · 52問 · 1年前

    business ethics

    business ethics

    52問 • 1年前
    Sab Sescon

    問題一覧

  • 1

    Are two fundamental forms of reasoning for mathematicians

    inductive and deductive reasoning

  • 2

    Is the logical process in which multiple premises, all believed to be true or found true most of the time are combined to obtain a specific conclusion

    inductive reasoning

  • 3

    The process of reaching conclusions based on previously known facts

    deductive reasoning

  • 4

    The conclusions reached by this type of reasoning are not always valid

    inductive reasoning

  • 5

    The conclusions reached by this type of reasoning are valid and can be relied on

    deductive reasoning

  • 6

    Is an evidence; some may call it an argument that establishes a fact or the veracity of something holds

    proof

  • 7

    This definition tells us that in order to claim that the statement are argument is true or valid, there has to be some evidences verified by science

    proof

  • 8

    It gives validation of something that is assumed to be true or false

    proof

  • 9

    Polya's four stop approach to problem solving

    understand the problem devise a plan carry out the plan look back/review the solution

  • 10

    The process of reasoning to a general conclusion through observations of specific cases

    inductive reasoning

  • 11

    Inductive reasoning is also called

    induction

  • 12

    Often used by mathematicians and scientists to predict answers to complicated problems

    inductive reasoning

  • 13

    Is a part of the scientific method

    inductive reasoning

  • 14

    When we make a prediction based on specific observations, it is called ______

    hypothesis or conjecture

  • 15

    _____ (1564 to 1642) used INDUCTIVE REASONING to discover that the time required for a pendulum to complete one swing, called THE PERIOD OF A PENDULUM, depends on the length of the pendulum

    GALILEO GALILEI

  • 16

    GALILEO GALILEI (_____) used INDUCTIVE REASONING to discover that the time required for a pendulum to complete one swing, called THE PERIOD OF A PENDULUM, depends on the length of the pendulum

    1564 to 1642

  • 17

    GALILEO GALILEI (1564 to 1642) used _______ to discover that the time required for a pendulum to complete one swing, called THE PERIOD OF A PENDULUM, depends on the length of the pendulum

    INDUCTIVE REASONING

  • 18

    GALILEO GALILEI (1564 to 1642) used INDUCTIVE REASONING to discover that the time required for a pendulum to complete one swing, called ______, depends on the length of the pendulum

    THE PERIOD OF A PENDULUM

  • 19

    Is the time it takes for the pendulum to swing from left to right and back to its original position

    the period of a pendulum

  • 20

    In testing a conjecture, if a special case is found that satisfies the conditions of the conjecture but produces a different result, that case is called a

    counter example

  • 21

    If a counter example cannot be found, the conjecture is neither _______

    proven nor disproven

  • 22

    Is the process of reasoning to a specific conclusion from a general statement

    deductive reasoning

  • 23

    Deductive reasoning is also called

    deduction

  • 24

    It applies general assumptions, procedures, or principles to reach a conclusion

    deductive reasoning

  • 25

    General to specific

    deductive

  • 26

    Specific to general

    inductive

  • 27

    A question that motivates you to search for a solution

    problem

  • 28

    This implies, first, what you want or need to solve the; and second, that you have to search for a way to find a solution

    problem

  • 29

    Whether a question is a problem or an exercise depends on the prior knowledge of the problem solver

    problem

  • 30

    About finding a solution not just answers to questions

    problem solving

  • 31

    One of the foremost recent mathematicians to make a study of problem solving was _______

    GEORGE POLYA (1887 TO 1985)

  • 32

    GEORGE POLYA (1887 to 1985) was born in _____ and moved to the UNITED STATES in 1940

    HUNGARY

  • 33

    GEORGE POLYA (1887 to 1985) was born in HUNGARY and moved to the ____ in ____

    UNITED STATES 1940

  • 34

    Know what is asked, what are given, etc

    understand the problem

  • 35

    Techniques to solve the problem

    devise a plan

  • 36

    Check or verify the result

    look back or review the solution

  • 37

    Characteristics of the mathematics language

    precise concise powerful

  • 38

    Able to make very fine distinctions or definitions

    precise

  • 39

    Able to say things briefly

    concise

  • 40

    Able to express complex thoughts with relative ease

    powerful

  • 41

    Structural rules governing the use of symbols representing mathematical objects

    grammar of mathematics

  • 42

    The word "_____" could mean equality, inequality, or membership in a set

    is