Logics First Evaluation

Froggy Jumps

First Evaluation Study Guide

Descarga la versión para jugar en papel

Duplicar

Crear reto

Imprimir PDF

Sobre Froggy Jumps

3º - bachillerato

ingles

filosofía

quinto grado

quinto semestre

logica inglés

Edad recomendada: 17 años

40 veces realizada

Creada por

Itai Cabrera

México

Top 10 resultados

1

IGRIS213

13 de Septiembre de 2023

01:15

tiempo

94

puntuacion
2

Itai Cabrera

8 de Septiembre de 2023

02:51

tiempo

94

puntuacion
3

Luis

11 de Septiembre de 2023

02:43

tiempo

88

puntuacion
4

Talon

11 de Septiembre de 2023

02:46

tiempo

88

puntuacion
5

Rein

14 de Septiembre de 2023

03:23

tiempo

82

puntuacion
6

lusi

11 de Septiembre de 2023

03:26

tiempo

82

puntuacion
7

issa

11 de Septiembre de 2023

03:02

tiempo

76

puntuacion
8

Daniel Serrano

14 de Septiembre de 2023

03:21

tiempo

71

puntuacion
9

majo

11 de Septiembre de 2023

01:56

tiempo

53

puntuacion
10

Luis collins

12 de Septiembre de 2023

02:08

tiempo

53

puntuacion

¿Quieres aparecer en el Top 10 de este juego?

Inicia sesión

para identificarte.

Crea tu propio juego gratis desde nuestro creador de juegos

Crear froggy jumps

Compite contra tus amigos para ver quien consigue la mejor puntuación en esta actividad

Crear reto


Froggy Jumps Logics First EvaluationVersión en línea First Evaluation Study Guide por Itai Cabrera 1 Logic means a focuses on artistic expression and creativity b the ability to perform complex mathematical calculations c discipline that study valid and consistent reasoning 2 meaning of philosophical logic a the application of algorithms in problem solving b explores valid reasoning and argumentative structures c focuses on the study of human psychology and behavior 3 What is meant by propositional logic? a study of the relationships between abstract philosophical concepts b focuses on combinations of propositions using logical connectives c is the analysis of cognitive processes in decision-making 4 4.What does mathematical logic involve? a focuses on the rigorous analysis of mathematical reasoning and arguments b investigates the social aspects of mathematics education c application of chemical formulas in solving problems 5 definition of computational logic? a refers to the analysis and design of algorithms to solve problems using computer technology. b an approach to understanding human psychology through computer programming c deals with the application of mathematical operations in the creation of digital art 6 example of applying logic in everyday life a Logic is applied in the creation of cooking recipes to combine ingredients in a tasty way b Logic is used in solving mathematical problems in planning personal budgets c is used in the making of TV shows and movies to entertain the audience 7 concept of logical proposition? a statement that can be true or false and that is used in reasoning b type of tool used in video game programming c term used to describe advanced mathematical reasoning 8 What characterizes informal logic? a relies on complex algorithms to solve everyday problems b refers to reasoning and argumentation that does not follow strict rules c focuses exclusively on the mathematical analysis of problems 9 example of a false interpretation of logic a Consider that logic always leads to a single solution in any situation b only applies in solving puzzles and games c is only relevant in the field of science and technology 10 What is a compound proposition in logic a an abstract idea that cannot be expressed in words b a statement that is always true and does not require verification c combination of two or more simple propositions by means of logical connectives 11 is the main characteristic of a molecular proposition in logic a a combination of propositions using logical connectives to form a new statement b is a simple proposition that cannot be broken down into smaller parts c is a statement that is always true regardless of the context 12 What were Aristotle's influential contributions to the field of logic and reasoning in ancient Greece? a Aristotelian system of logic, rules for know valid and invalid ideas, finding basic forms of ideas. b introduced the concept of complex numbers into logic, c a pioneer in the application of logic in the creation of the first calculating machines 13 What characterizes classical logic and what is its influence on rational thought and philosophy a formal system based on laws of identity, non-contradiction and excluded third, b the application of intuition and common sense in everyday decision-making c a modern approach that uses advanced algorithms to solve mathematical problems 14 How does modern logic differ from classical logic and what are some of its contemporary applications in fields such as computer science and artificial intelligence? a Modern logic = the exclusive use of rhetorical arguments / classical logic = mathematical deduction b Modern incorporates notion of paradox as a basis for problem solving / classical based on coherence c Modern = creation of abstract logical systems / classical = analysis of simple ideas 15 some different types of logic a classical modal logic and paraconsistent logic each with specific rules in the analysis of reasoning b formal and informal, the first one focus on mathematical deduction and second in everyday reasoning c are only historical divisions with no relevance to contemporary thought 16 What are some of the philosophical foundations underlying logic and how do they influence our understanding of reasoning and truth a include the search for absolute truth and certainty, guiding logic to the validation of knowledge b merely cultural conventions with no impact on the understanding of reasoning c exclusive to informal logic, without applying to the formal logic used in mathematics and science 17 the concept of "Supreme Logical Principles" a are specific rules of reasoning that only apply in advanced mathematics b are grammatical rules governing oral communication in the field of philosophy c are universal axioms governing valid reasoning and inference in any context

Froggy Jumps

Logics First EvaluationVersión en línea

First Evaluation Study Guide

por Itai Cabrera

Logic means

focuses on artistic expression and creativity

the ability to perform complex mathematical calculations

discipline that study valid and consistent reasoning

meaning of philosophical logic

the application of algorithms in problem solving

explores valid reasoning and argumentative structures

focuses on the study of human psychology and behavior

What is meant by propositional logic?

study of the relationships between abstract philosophical concepts

focuses on combinations of propositions using logical connectives

is the analysis of cognitive processes in decision-making

4.What does mathematical logic involve?

focuses on the rigorous analysis of mathematical reasoning and arguments

investigates the social aspects of mathematics education

application of chemical formulas in solving problems

definition of computational logic?

refers to the analysis and design of algorithms to solve problems using computer technology.

an approach to understanding human psychology through computer programming

deals with the application of mathematical operations in the creation of digital art

example of applying logic in everyday life

Logic is applied in the creation of cooking recipes to combine ingredients in a tasty way

Logic is used in solving mathematical problems in planning personal budgets

is used in the making of TV shows and movies to entertain the audience

concept of logical proposition?

statement that can be true or false and that is used in reasoning

type of tool used in video game programming

term used to describe advanced mathematical reasoning

What characterizes informal logic?

relies on complex algorithms to solve everyday problems

refers to reasoning and argumentation that does not follow strict rules

focuses exclusively on the mathematical analysis of problems

example of a false interpretation of logic

Consider that logic always leads to a single solution in any situation

only applies in solving puzzles and games

is only relevant in the field of science and technology

What is a compound proposition in logic

an abstract idea that cannot be expressed in words

a statement that is always true and does not require verification

combination of two or more simple propositions by means of logical connectives

is the main characteristic of a molecular proposition in logic

a combination of propositions using logical connectives to form a new statement

is a simple proposition that cannot be broken down into smaller parts

is a statement that is always true regardless of the context

What were Aristotle's influential contributions to the field of logic and reasoning in ancient Greece?

Aristotelian system of logic, rules for know valid and invalid ideas, finding basic forms of ideas.

introduced the concept of complex numbers into logic,

a pioneer in the application of logic in the creation of the first calculating machines

What characterizes classical logic and what is its influence on rational thought and philosophy

formal system based on laws of identity, non-contradiction and excluded third,

the application of intuition and common sense in everyday decision-making

a modern approach that uses advanced algorithms to solve mathematical problems

How does modern logic differ from classical logic and what are some of its contemporary applications in fields such as computer science and artificial intelligence?

Modern logic = the exclusive use of rhetorical arguments / classical logic = mathematical deduction

Modern incorporates notion of paradox as a basis for problem solving / classical based on coherence

Modern = creation of abstract logical systems / classical = analysis of simple ideas

some different types of logic

classical modal logic and paraconsistent logic each with specific rules in the analysis of reasoning

formal and informal, the first one focus on mathematical deduction and second in everyday reasoning

are only historical divisions with no relevance to contemporary thought

What are some of the philosophical foundations underlying logic and how do they influence our understanding of reasoning and truth

include the search for absolute truth and certainty, guiding logic to the validation of knowledge

merely cultural conventions with no impact on the understanding of reasoning

exclusive to informal logic, without applying to the formal logic used in mathematics and science

the concept of "Supreme Logical Principles"

are specific rules of reasoning that only apply in advanced mathematics

are grammatical rules governing oral communication in the field of philosophy

are universal axioms governing valid reasoning and inference in any context

Logics First Evaluation

Froggy Jumps

Descarga la versión para jugar en papel

Creada por

Top 10 resultados

Top juegos

Completar frases

Completar un texto en inglés.

Completar frases

partes de una planta

Froggy Jumps

Logics First EvaluationVersión en línea

por Itai Cabrera

Logic means

meaning of philosophical logic

What is meant by propositional logic?

4.What does mathematical logic involve?

definition of computational logic?

example of applying logic in everyday life

concept of logical proposition?

What characterizes informal logic?

example of a false interpretation of logic

What is a compound proposition in logic

is the main characteristic of a molecular proposition in logic

What were Aristotle's influential contributions to the field of logic and reasoning in ancient Greece?

What characterizes classical logic and what is its influence on rational thought and philosophy

How does modern logic differ from classical logic and what are some of its contemporary applications in fields such as computer science and artificial intelligence?

some different types of logic

What are some of the philosophical foundations underlying logic and how do they influence our understanding of reasoning and truth

the concept of "Supreme Logical Principles"