MATEMÁTICA DISCRETA
ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura feita no capítulo 2 – Noções de lógica e Técnicas de demonstração, livro Matemática Discreta para Computação e Informática, onde estudamos sobre tautologia e contradição.
Utilize o quadro abaixo para inserir as informações referentes a tabela verdade. Após a análise, assinale a alternativa que corresponde a coluna indica a operação que ocorrerá o fenômeno denominado tautologia.
TABELA VERDADE
![](data:image/png;base64,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)
~q → ~p
~p
~q
p → q
(p → q) ↔ (~p → ~q)
ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura feita no capítulo 2 – Noções de lógica e Técnicas de demonstração, livro Matemática Discreta para Computação e Informática. Vimos que na lógica, as afirmações serão logicamente equivalentes se tiverem o mesmo conteúdo lógico. Utilize o quadro abaixo para inserir as informações referentes a tabela verdade. Após a análise, assinale a alternativa em que as operações com proposições serão equivalentes, respectivamente:
TABELA VERDADE
![](data:image/png;base64,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)
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ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura feita no capítulo 2 – Noções de lógica e Técnicas de demonstração, livro Matemática Discreta para Computação e Informática. Vimos que é possível construir proposições com maior complexidade compondo proposições, utilizando operadores lógicos, também conhecidos como conectivos. Assinale a alternativa que corresponde a um conetivo.
Felicidades
Vá lavar os pés!
Vá almoçar!
Que idade você tem?
O LibreOffice não é um software livre.
ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura feita no capítulo 2 – Noções de lógica e Técnicas de demonstração, livro Matemática Discreta para Computação e Informática. Vimos que os conectivos de negação, de conjunção, de disjunção, de condição, de bicondicional. Assinale a alternativa que corresponde a denotação de conjunção.
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![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAAVCAYAAAA5BNxZAAABF0lEQVRYCe2TgQmEMAxFu4vDOIujOImDOIez9Hhynys1bXpSjxMMSMU0yctPDPGmFm7KHR/wX0+uu+LrusYQQpym6dJeuoMDPAzDDn8l+QGcolIN5Xi2bWtm0H3OZVma48Zx3GspTnlKCUzwNEgKlhKk3wEFACNO7+kd632e531K8qmJmmAmeKoUwWkjSm6dFAQC09RqxZWDKX9b0wUneQu41SBAakSQ1qn1lM/KJZ9OF7wlCckAzFcjXwEVzc9uiqOwrHVX8+LEq2nWpmb5f0Qub8ofwndmglCKQD21ovi0z9Y9pgCYZ4KlJvt+Cjz9UbyCV/g1Kc6SmYo/4CW5nO+nFHdy/o37sCp/Q+aAPOCOQN3dt1X8BeVSK8QsS9AUAAAAAElFTkSuQmCC)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC8AAAAXCAYAAACbDhZsAAABDUlEQVRYCe2VjRGDIAyF2cVhnIVRmMRBmMNZ0nten41prfwIPXvmzgsiJF8eoXVyYXMXZpcb/len11R555yEEJrV1hR+nmdBAdM0NSmgKTyIWxawgR+GQWKMi1pQDA+S1xoLQOxUAwsZcHIYW9vMcAOBvfeCuTOMBTD2t5jIO47juoRc68Rz8Aav+zM1IS4lVTryKWIghj4ldkMWPBYjUIpaNrB9TxXiU84i+JyEFla/M45WU3+342LlsZFme4/zOZ7guh2P9qPfdc+DSXNx/4tUZLmctn+5sMSXgDMPgeGTf21yFGKiPY/EZ/zDFvX8HlTv+f+H761obb7Nha0N1nv/Dd9bcea7lacSvf0DUdTrxjx6s3YAAAAASUVORK5CYII=)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACsAAAAXCAYAAACS5bYWAAABHUlEQVRYCe1U2w2EMAzrLgzDLIzCJAzCHMySk0+yzqUJ13KcBFLz02LycJxAsgdZehBX62T/Na2u7G2VXdfVUkq2bVvBcRxHm+e5wM8Cl6zBMAy2LEvGAeSjJjLHhoeMLIpSKRSqLQb1oKKah+l7vaMu66Fp3D3LUAZxpNM0GbBv5qmIuL3aXh7U0EbJwfMtyGoBj4SXBJjuJ+MiX8WhIqZJ42T5rOchWTjWrgKa5BSwAlCsxvb5T5OlQjhrjCqBtKp1FMsY+jSRRTBtv0/Eo5M7ToUjP8WxPrqzqK8c1PfDzOw9RoyQAVGQJtA7VUGOFtN6TX8D/cBaCl7ly4a9fIWynawnU4BVKxvE3wbO1uA2rAIinWwgzM/wo5R9ASz8iwdoQAJjAAAAAElFTkSuQmCC)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAASCAYAAAAZk42HAAABEElEQVRIDe2VAQ6DIAxFuQuH8SwchZN4EM/BWVj+ko8VK3ayxYWtiRlD2r7f0ujyIOYG0ZH/QmQnU0rZOZdjjHK7rPl+nuey9+5Fd0eskNZzVwVuhHjv87Isz+qiwngAcGSEg4/VEPOVzoQQCg86TsY6306IhEcQOGpGES2hmh/2ENMiBmfAQ6MorXDrKSVBCxYwSNLzaECExu80Tbu5Qz7NrykEweCoVb0lUsJoa2tHIKTu3CUhZ7B8r1VIE8DC1HBHZ7s6AsU03EkEaxnFnMFZz8lcGG7JAxZzR+gMBxlEJqjXhPzEd4TwYOHwazdgLb8y7DXwN/w3d+Tsitwt5reE3F3tnvybGekJdLfvMEIeIF3xLT/cDHkAAAAASUVORK5CYII=)
ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura feita no capítulo 2 – Noções de lógica e Técnicas de demonstração, livro Matemática Discreta para Computação e Informática. Vimos que os conectivos de negação, de conjunção, de disjunção, de condição, de bicondicional. Assinale a alternativa que corresponde a denotação de condição.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACwAAAAUCAYAAAD2rd/BAAAA8klEQVRIDe2UgQ3DIBAD2YVhmCWjMAmDMAezULmS1Q8hFAI0pSpShar/8GfjRMXFllqMN/6BZ9/YMIe991FrPZt3TCQAq5SKzrnvB/4kLNzYRQJXSgA4hl8I4dQ11EY5K+eCw1obt207zD4AS0g8cJbLkbBP50SkCF8FLHNIqJzLEMJbeLfDrdLCzNQYwDYDU3kOmGKkwBJUqYYzjDG7lkvAhMoB43TWe6G7HMb1ckFlqpw17sxbD3QqHGeBoyoSyJvMJMFK+whoQmI2TLoUiRJkWgN0+uKkPS3/pwO3wNT0/iZwjfK7e16fhLtJKucvB/wAXnDLyOONURYAAAAASUVORK5CYII=)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACwAAAAVCAYAAAA98QxkAAABFUlEQVRIDe2TjQmEMAxGu4vDOIujOImDOIez9HiFj6uxxspZUM6AVNv8vH6JIT7MwsN44wvcumP/rfA8zzGEEIdhaCb0pQoD2nVdgm5FvAKmmFRCKZ5lWapry591mqbquL7vUy3FKU8pwQY4d5ZipUC7ByCFMeL0bv3s9ziOqSvaF/yeUBvgXBmC8gsoaWmlEMUxdWmvaB5PV8/UdIFJXANcuhggukAOaN81htov5dIZqwt8FKxEgNkRsK2Wr11/VhhFZbWzaIsSr8syHp7Z/4RcXle/dDGm4UcZAvR4xTjTvJb8UB2gIxMkNZnnU8D5D3BUqMW5OsNaso3CL3BJJmfvlMJOntscrUbiNlQOyAvsiHPJ0QcAT4Rd0lJ+6AAAAABJRU5ErkJggg==)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAATCAYAAADvXT9EAAABHklEQVRIDe1U2w2DMAzMLgzDLIzCJAySOTJLqqt07RFsSGhUgYR/Yhw/zmeHkG8q4aa48wP835PrxniMMYcQckpp08M4jnme5439F0M34AAxDENelmWFB414Da0cGz9M4ABABlG0tjBYBbsqlk3vVUdd1gMB0D0xb5iAY5+m6c2ml4R2i11rCvTXEzW0aWJQH9Vd4DpyC5AmUV33mXF67+lgF1OmcOL8Ls8q4AiqXRc0DLYgWBMwWSNl/i7AyRzOGiF7aEBZ3ItlDH1OA0ciSrl/tHsn3wSZ9/zUjhXTHUd9xaC+0L/o5AYFMWYG7yWQsI9KtpCjRbTe6b+KPs6W4r182byXz2X8Ae5RdmA/xfhBzktcm6tyCWQHIG4L/AUx28C120/KnQAAAABJRU5ErkJggg==)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADEAAAAUCAYAAAAk/dWZAAABFElEQVRYCe2VgQ2DIBBF2YVhnIVRnIRBnINZaH6TX+EEPLGNhnqJseLd8f59SU0cIMwAGuIj4i4uPk7QiRBCNMbEeZ65lN353nufrX/r4bQTWkBtXo+wTIS1Ni7L8p4qJosLm9eCYKjRBnoeccQ59+GB02RM99uISMHRAEWloICWyFId1tBTIwQ54GFQkBzamlFo3gIFCDY4c0kYwvI+TdPmnGE/WdcUgWYoKk27JZAQtbvWCYiQjh0WsQfK93IyNXgORYLV8rudgFIGvkE0agWF7IFp89K9cJBTHrConGAhktMGaXP5m4C/+J8gOFh40KXz69gLB1vC3uFZ5cTeZ3G1kP8QcfWUe/fPzkRvk6vrhhDxAiZ/MAvaCqvSAAAAAElFTkSuQmCC)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAATCAYAAADWOo4fAAABBUlEQVRIDe1Viw2FIAxkF4dhFkZxEgdhDmbh5V48X1M//MSE+JqYQqXtXVvUxMHFDI4//gmkOmiMifM8p45Vv+/egRBCBIllWapBXjl2J4DkPUnsCEzTFL3336qhcngAoFVIArFzBViIAR3EWsvOQieCds5F2O4QkmDsq5jIa63djhDXZlgXhwTkvOYmxUVltVI6pyCIIbvFqSgmAAcEy6maDq73ucU4yllNoCSpBiz3jCOrKt/rdVMH4EzRs0h7iSZ4OZopf8y/vAPAJHHR/4d0tWA+9TzzcI2uAc88BA1d9BUqqRSTnWkkv+NPXH0HzoA9bX8Pgacr25pvd4lbAz7tPzyBDy5RSkwxBq+9AAAAAElFTkSuQmCC)
ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura do capítulo 1 – Introdução e conceitos básicos do livro Matemática Discreta para Computação e Informática. Vimos que os conjuntos podem ser finitos ou infinitos. Assinale a alternativa que corresponde a um conjunto infinito:
![](data:image/png;base64,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)
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ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura do capítulo 1 – Introdução e conceitos básicos do livro Matemática Discreta para Computação e Informática. Vimos que os conjuntos podem ser finitos ou infinitos. Assinale a alternativa que corresponde a um conjunto finito:
~q → ~p
~p
~q
p → q
(p → q) ↔ (~p → ~q)
ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura feita no capítulo 2 – Noções de lógica e Técnicas de demonstração, livro Matemática Discreta para Computação e Informática. Vimos que na lógica, as afirmações serão logicamente equivalentes se tiverem o mesmo conteúdo lógico. Utilize o quadro abaixo para inserir as informações referentes a tabela verdade. Após a análise, assinale a alternativa em que as operações com proposições serão equivalentes, respectivamente:
TABELA VERDADE
![](data:image/png;base64,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)
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ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura feita no capítulo 2 – Noções de lógica e Técnicas de demonstração, livro Matemática Discreta para Computação e Informática. Vimos que é possível construir proposições com maior complexidade compondo proposições, utilizando operadores lógicos, também conhecidos como conectivos. Assinale a alternativa que corresponde a um conetivo.
Felicidades
Vá lavar os pés!
Vá almoçar!
Que idade você tem?
O LibreOffice não é um software livre.
ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura feita no capítulo 2 – Noções de lógica e Técnicas de demonstração, livro Matemática Discreta para Computação e Informática. Vimos que os conectivos de negação, de conjunção, de disjunção, de condição, de bicondicional. Assinale a alternativa que corresponde a denotação de conjunção.
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![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAAVCAYAAAA5BNxZAAABF0lEQVRYCe2TgQmEMAxFu4vDOIujOImDOIez9Hhynys1bXpSjxMMSMU0yctPDPGmFm7KHR/wX0+uu+LrusYQQpym6dJeuoMDPAzDDn8l+QGcolIN5Xi2bWtm0H3OZVma48Zx3GspTnlKCUzwNEgKlhKk3wEFACNO7+kd632e531K8qmJmmAmeKoUwWkjSm6dFAQC09RqxZWDKX9b0wUneQu41SBAakSQ1qn1lM/KJZ9OF7wlCckAzFcjXwEVzc9uiqOwrHVX8+LEq2nWpmb5f0Qub8ofwndmglCKQD21ovi0z9Y9pgCYZ4KlJvt+Cjz9UbyCV/g1Kc6SmYo/4CW5nO+nFHdy/o37sCp/Q+aAPOCOQN3dt1X8BeVSK8QsS9AUAAAAAElFTkSuQmCC)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC8AAAAXCAYAAACbDhZsAAABDUlEQVRYCe2VjRGDIAyF2cVhnIVRmMRBmMNZ0nten41prfwIPXvmzgsiJF8eoXVyYXMXZpcb/len11R555yEEJrV1hR+nmdBAdM0NSmgKTyIWxawgR+GQWKMi1pQDA+S1xoLQOxUAwsZcHIYW9vMcAOBvfeCuTOMBTD2t5jIO47juoRc68Rz8Aav+zM1IS4lVTryKWIghj4ldkMWPBYjUIpaNrB9TxXiU84i+JyEFla/M45WU3+342LlsZFme4/zOZ7guh2P9qPfdc+DSXNx/4tUZLmctn+5sMSXgDMPgeGTf21yFGKiPY/EZ/zDFvX8HlTv+f+H761obb7Nha0N1nv/Dd9bcea7lacSvf0DUdTrxjx6s3YAAAAASUVORK5CYII=)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACsAAAAXCAYAAACS5bYWAAABHUlEQVRYCe1U2w2EMAzrLgzDLIzCJAzCHMySk0+yzqUJ13KcBFLz02LycJxAsgdZehBX62T/Na2u7G2VXdfVUkq2bVvBcRxHm+e5wM8Cl6zBMAy2LEvGAeSjJjLHhoeMLIpSKRSqLQb1oKKah+l7vaMu66Fp3D3LUAZxpNM0GbBv5qmIuL3aXh7U0EbJwfMtyGoBj4SXBJjuJ+MiX8WhIqZJ42T5rOchWTjWrgKa5BSwAlCsxvb5T5OlQjhrjCqBtKp1FMsY+jSRRTBtv0/Eo5M7ToUjP8WxPrqzqK8c1PfDzOw9RoyQAVGQJtA7VUGOFtN6TX8D/cBaCl7ly4a9fIWynawnU4BVKxvE3wbO1uA2rAIinWwgzM/wo5R9ASz8iwdoQAJjAAAAAElFTkSuQmCC)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAASCAYAAAAZk42HAAABEElEQVRIDe2VAQ6DIAxFuQuH8SwchZN4EM/BWVj+ko8VK3ayxYWtiRlD2r7f0ujyIOYG0ZH/QmQnU0rZOZdjjHK7rPl+nuey9+5Fd0eskNZzVwVuhHjv87Isz+qiwngAcGSEg4/VEPOVzoQQCg86TsY6306IhEcQOGpGES2hmh/2ENMiBmfAQ6MorXDrKSVBCxYwSNLzaECExu80Tbu5Qz7NrykEweCoVb0lUsJoa2tHIKTu3CUhZ7B8r1VIE8DC1HBHZ7s6AsU03EkEaxnFnMFZz8lcGG7JAxZzR+gMBxlEJqjXhPzEd4TwYOHwazdgLb8y7DXwN/w3d+Tsitwt5reE3F3tnvybGekJdLfvMEIeIF3xLT/cDHkAAAAASUVORK5CYII=)
ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura feita no capítulo 2 – Noções de lógica e Técnicas de demonstração, livro Matemática Discreta para Computação e Informática. Vimos que os conectivos de negação, de conjunção, de disjunção, de condição, de bicondicional. Assinale a alternativa que corresponde a denotação de condição.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACwAAAAUCAYAAAD2rd/BAAAA8klEQVRIDe2UgQ3DIBAD2YVhmCWjMAmDMAezULmS1Q8hFAI0pSpShar/8GfjRMXFllqMN/6BZ9/YMIe991FrPZt3TCQAq5SKzrnvB/4kLNzYRQJXSgA4hl8I4dQ11EY5K+eCw1obt207zD4AS0g8cJbLkbBP50SkCF8FLHNIqJzLEMJbeLfDrdLCzNQYwDYDU3kOmGKkwBJUqYYzjDG7lkvAhMoB43TWe6G7HMb1ckFlqpw17sxbD3QqHGeBoyoSyJvMJMFK+whoQmI2TLoUiRJkWgN0+uKkPS3/pwO3wNT0/iZwjfK7e16fhLtJKucvB/wAXnDLyOONURYAAAAASUVORK5CYII=)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACwAAAAVCAYAAAA98QxkAAABFUlEQVRIDe2TjQmEMAxGu4vDOIujOImDOIez9HiFj6uxxspZUM6AVNv8vH6JIT7MwsN44wvcumP/rfA8zzGEEIdhaCb0pQoD2nVdgm5FvAKmmFRCKZ5lWapry591mqbquL7vUy3FKU8pwQY4d5ZipUC7ByCFMeL0bv3s9ziOqSvaF/yeUBvgXBmC8gsoaWmlEMUxdWmvaB5PV8/UdIFJXANcuhggukAOaN81htov5dIZqwt8FKxEgNkRsK2Wr11/VhhFZbWzaIsSr8syHp7Z/4RcXle/dDGm4UcZAvR4xTjTvJb8UB2gIxMkNZnnU8D5D3BUqMW5OsNaso3CL3BJJmfvlMJOntscrUbiNlQOyAvsiHPJ0QcAT4Rd0lJ+6AAAAABJRU5ErkJggg==)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAATCAYAAADvXT9EAAABHklEQVRIDe1U2w2DMAzMLgzDLIzCJAySOTJLqqt07RFsSGhUgYR/Yhw/zmeHkG8q4aa48wP835PrxniMMYcQckpp08M4jnme5439F0M34AAxDENelmWFB414Da0cGz9M4ABABlG0tjBYBbsqlk3vVUdd1gMB0D0xb5iAY5+m6c2ml4R2i11rCvTXEzW0aWJQH9Vd4DpyC5AmUV33mXF67+lgF1OmcOL8Ls8q4AiqXRc0DLYgWBMwWSNl/i7AyRzOGiF7aEBZ3ItlDH1OA0ciSrl/tHsn3wSZ9/zUjhXTHUd9xaC+0L/o5AYFMWYG7yWQsI9KtpCjRbTe6b+KPs6W4r182byXz2X8Ae5RdmA/xfhBzktcm6tyCWQHIG4L/AUx28C120/KnQAAAABJRU5ErkJggg==)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADEAAAAUCAYAAAAk/dWZAAABFElEQVRYCe2VgQ2DIBBF2YVhnIVRnIRBnINZaH6TX+EEPLGNhnqJseLd8f59SU0cIMwAGuIj4i4uPk7QiRBCNMbEeZ65lN353nufrX/r4bQTWkBtXo+wTIS1Ni7L8p4qJosLm9eCYKjRBnoeccQ59+GB02RM99uISMHRAEWloICWyFId1tBTIwQ54GFQkBzamlFo3gIFCDY4c0kYwvI+TdPmnGE/WdcUgWYoKk27JZAQtbvWCYiQjh0WsQfK93IyNXgORYLV8rudgFIGvkE0agWF7IFp89K9cJBTHrConGAhktMGaXP5m4C/+J8gOFh40KXz69gLB1vC3uFZ5cTeZ3G1kP8QcfWUe/fPzkRvk6vrhhDxAiZ/MAvaCqvSAAAAAElFTkSuQmCC)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAATCAYAAADWOo4fAAABBUlEQVRIDe1Viw2FIAxkF4dhFkZxEgdhDmbh5V48X1M//MSE+JqYQqXtXVvUxMHFDI4//gmkOmiMifM8p45Vv+/egRBCBIllWapBXjl2J4DkPUnsCEzTFL3336qhcngAoFVIArFzBViIAR3EWsvOQieCds5F2O4QkmDsq5jIa63djhDXZlgXhwTkvOYmxUVltVI6pyCIIbvFqSgmAAcEy6maDq73ucU4yllNoCSpBiz3jCOrKt/rdVMH4EzRs0h7iSZ4OZopf8y/vAPAJHHR/4d0tWA+9TzzcI2uAc88BA1d9BUqqRSTnWkkv+NPXH0HzoA9bX8Pgacr25pvd4lbAz7tPzyBDy5RSkwxBq+9AAAAAElFTkSuQmCC)
ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura do capítulo 1 – Introdução e conceitos básicos do livro Matemática Discreta para Computação e Informática. Vimos que os conjuntos podem ser finitos ou infinitos. Assinale a alternativa que corresponde a um conjunto infinito:
![](data:image/png;base64,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)
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ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura do capítulo 1 – Introdução e conceitos básicos do livro Matemática Discreta para Computação e Informática. Vimos que os conjuntos podem ser finitos ou infinitos. Assinale a alternativa que corresponde a um conjunto finito:
ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura feita no capítulo 2 – Noções de lógica e Técnicas de demonstração, livro Matemática Discreta para Computação e Informática. Vimos que é possível construir proposições com maior complexidade compondo proposições, utilizando operadores lógicos, também conhecidos como conectivos. Assinale a alternativa que corresponde a um conetivo.
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ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura feita no capítulo 2 – Noções de lógica e Técnicas de demonstração, livro Matemática Discreta para Computação e Informática. Vimos que os conectivos de negação, de conjunção, de disjunção, de condição, de bicondicional. Assinale a alternativa que corresponde a denotação de conjunção.
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![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACsAAAAXCAYAAACS5bYWAAABHUlEQVRYCe1U2w2EMAzrLgzDLIzCJAzCHMySk0+yzqUJ13KcBFLz02LycJxAsgdZehBX62T/Na2u7G2VXdfVUkq2bVvBcRxHm+e5wM8Cl6zBMAy2LEvGAeSjJjLHhoeMLIpSKRSqLQb1oKKah+l7vaMu66Fp3D3LUAZxpNM0GbBv5qmIuL3aXh7U0EbJwfMtyGoBj4SXBJjuJ+MiX8WhIqZJ42T5rOchWTjWrgKa5BSwAlCsxvb5T5OlQjhrjCqBtKp1FMsY+jSRRTBtv0/Eo5M7ToUjP8WxPrqzqK8c1PfDzOw9RoyQAVGQJtA7VUGOFtN6TX8D/cBaCl7ly4a9fIWynawnU4BVKxvE3wbO1uA2rAIinWwgzM/wo5R9ASz8iwdoQAJjAAAAAElFTkSuQmCC)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAASCAYAAAAZk42HAAABEElEQVRIDe2VAQ6DIAxFuQuH8SwchZN4EM/BWVj+ko8VK3ayxYWtiRlD2r7f0ujyIOYG0ZH/QmQnU0rZOZdjjHK7rPl+nuey9+5Fd0eskNZzVwVuhHjv87Isz+qiwngAcGSEg4/VEPOVzoQQCg86TsY6306IhEcQOGpGES2hmh/2ENMiBmfAQ6MorXDrKSVBCxYwSNLzaECExu80Tbu5Qz7NrykEweCoVb0lUsJoa2tHIKTu3CUhZ7B8r1VIE8DC1HBHZ7s6AsU03EkEaxnFnMFZz8lcGG7JAxZzR+gMBxlEJqjXhPzEd4TwYOHwazdgLb8y7DXwN/w3d+Tsitwt5reE3F3tnvybGekJdLfvMEIeIF3xLT/cDHkAAAAASUVORK5CYII=)
ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura feita no capítulo 2 – Noções de lógica e Técnicas de demonstração, livro Matemática Discreta para Computação e Informática. Vimos que os conectivos de negação, de conjunção, de disjunção, de condição, de bicondicional. Assinale a alternativa que corresponde a denotação de condição.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACwAAAAUCAYAAAD2rd/BAAAA8klEQVRIDe2UgQ3DIBAD2YVhmCWjMAmDMAezULmS1Q8hFAI0pSpShar/8GfjRMXFllqMN/6BZ9/YMIe991FrPZt3TCQAq5SKzrnvB/4kLNzYRQJXSgA4hl8I4dQ11EY5K+eCw1obt207zD4AS0g8cJbLkbBP50SkCF8FLHNIqJzLEMJbeLfDrdLCzNQYwDYDU3kOmGKkwBJUqYYzjDG7lkvAhMoB43TWe6G7HMb1ckFlqpw17sxbD3QqHGeBoyoSyJvMJMFK+whoQmI2TLoUiRJkWgN0+uKkPS3/pwO3wNT0/iZwjfK7e16fhLtJKucvB/wAXnDLyOONURYAAAAASUVORK5CYII=)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACwAAAAVCAYAAAA98QxkAAABFUlEQVRIDe2TjQmEMAxGu4vDOIujOImDOIez9HiFj6uxxspZUM6AVNv8vH6JIT7MwsN44wvcumP/rfA8zzGEEIdhaCb0pQoD2nVdgm5FvAKmmFRCKZ5lWapry591mqbquL7vUy3FKU8pwQY4d5ZipUC7ByCFMeL0bv3s9ziOqSvaF/yeUBvgXBmC8gsoaWmlEMUxdWmvaB5PV8/UdIFJXANcuhggukAOaN81htov5dIZqwt8FKxEgNkRsK2Wr11/VhhFZbWzaIsSr8syHp7Z/4RcXle/dDGm4UcZAvR4xTjTvJb8UB2gIxMkNZnnU8D5D3BUqMW5OsNaso3CL3BJJmfvlMJOntscrUbiNlQOyAvsiHPJ0QcAT4Rd0lJ+6AAAAABJRU5ErkJggg==)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAATCAYAAADvXT9EAAABHklEQVRIDe1U2w2DMAzMLgzDLIzCJAySOTJLqqt07RFsSGhUgYR/Yhw/zmeHkG8q4aa48wP835PrxniMMYcQckpp08M4jnme5439F0M34AAxDENelmWFB414Da0cGz9M4ABABlG0tjBYBbsqlk3vVUdd1gMB0D0xb5iAY5+m6c2ml4R2i11rCvTXEzW0aWJQH9Vd4DpyC5AmUV33mXF67+lgF1OmcOL8Ls8q4AiqXRc0DLYgWBMwWSNl/i7AyRzOGiF7aEBZ3ItlDH1OA0ciSrl/tHsn3wSZ9/zUjhXTHUd9xaC+0L/o5AYFMWYG7yWQsI9KtpCjRbTe6b+KPs6W4r182byXz2X8Ae5RdmA/xfhBzktcm6tyCWQHIG4L/AUx28C120/KnQAAAABJRU5ErkJggg==)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADEAAAAUCAYAAAAk/dWZAAABFElEQVRYCe2VgQ2DIBBF2YVhnIVRnIRBnINZaH6TX+EEPLGNhnqJseLd8f59SU0cIMwAGuIj4i4uPk7QiRBCNMbEeZ65lN353nufrX/r4bQTWkBtXo+wTIS1Ni7L8p4qJosLm9eCYKjRBnoeccQ59+GB02RM99uISMHRAEWloICWyFId1tBTIwQ54GFQkBzamlFo3gIFCDY4c0kYwvI+TdPmnGE/WdcUgWYoKk27JZAQtbvWCYiQjh0WsQfK93IyNXgORYLV8rudgFIGvkE0agWF7IFp89K9cJBTHrConGAhktMGaXP5m4C/+J8gOFh40KXz69gLB1vC3uFZ5cTeZ3G1kP8QcfWUe/fPzkRvk6vrhhDxAiZ/MAvaCqvSAAAAAElFTkSuQmCC)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAATCAYAAADWOo4fAAABBUlEQVRIDe1Viw2FIAxkF4dhFkZxEgdhDmbh5V48X1M//MSE+JqYQqXtXVvUxMHFDI4//gmkOmiMifM8p45Vv+/egRBCBIllWapBXjl2J4DkPUnsCEzTFL3336qhcngAoFVIArFzBViIAR3EWsvOQieCds5F2O4QkmDsq5jIa63djhDXZlgXhwTkvOYmxUVltVI6pyCIIbvFqSgmAAcEy6maDq73ucU4yllNoCSpBiz3jCOrKt/rdVMH4EzRs0h7iSZ4OZopf8y/vAPAJHHR/4d0tWA+9TzzcI2uAc88BA1d9BUqqRSTnWkkv+NPXH0HzoA9bX8Pgacr25pvd4lbAz7tPzyBDy5RSkwxBq+9AAAAAElFTkSuQmCC)
ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura do capítulo 1 – Introdução e conceitos básicos do livro Matemática Discreta para Computação e Informática. Vimos que os conjuntos podem ser finitos ou infinitos. Assinale a alternativa que corresponde a um conjunto infinito:
![](data:image/png;base64,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)
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ASSINALE A ALTERNATIVA CORRETA. De acordo com a leitura do capítulo 1 – Introdução e conceitos básicos do livro Matemática Discreta para Computação e Informática. Vimos que os conjuntos podem ser finitos ou infinitos. Assinale a alternativa que corresponde a um conjunto finito:
Felicidades
Vá lavar os pés!
Vá almoçar!
Que idade você tem?
O LibreOffice não é um software livre.