Relação entre um ângulo interno e o ângulo externo adjacente, num triângulo.

Como sabes os triângulos são polígonos com características especiais.[br]Com estas tarefas vais realizar mais algumas aprendizagens sobre os triângulos. Nela poderás conjeturar e verificar as relações que se estabelecem entre as amplitudes dos ângulos externos de um triângulo.[br]Explora seguindo passo a passo as atividades na ordem dada.[br]Vamos ao trabalho!!!
[size=100]Num triângulo, cada um dos ângulos externos obtêm-se pelo prolongamento de um dos lados do triângulo. Observa a figura abaixo.[br][img]data:image/png;base64,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[/img][br] [br][size=150]Na figura, os [color=#1155cc][b]ângulos internos [/b][/color]estão marcados a [color=#1155cc][b]azul [/b][/color]e os [color=#ff0000][b]ângulos externos[/b][/color] marcados a [/size][/size][size=100][size=150][color=#ff0000][b]vermelho[/b][/color].[/size][/size]
Qual a amplitude soma de um ângulo interno e um ângulo externo, com o vértice em comum?
[size=150]Como se denomina o ângulo formado pelo ângulo interno e o ângulo externo, com o vértice em comum (adjacentes)?[/size][br][br][br]
[size=150][size=50][size=100][b]Que podes concluir?[br][br][/b]Seleciona a opção que completa corretamente uma das propriedades dos triângulos:[br][br]" A soma de um ângulo interno e o seu ângulo externo, com o vértice em comum,[br] é de ___________ logo os ângulos dizem-se adjacentes e _____________________________________."[/size][/size][br][/size]

Soma das amplitudes dos ângulos internos de um triângulo

Com esta tarefa vais realizar mais algumas aprendizagens sobre os triângulos. Nela poderás conjeturar e verificar as relações que se estabelecem entre as amplitudes dos ângulos internos de um triângulo.[br]Explora seguindo passo a passo as atividades na ordem dada.[br]Vamos ao trabalho!!!
[b][size=150][size=200]Soma das amplitudes dos ângulos internos de um triângulo.[/size][/size][/b]
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[/img][br]1. Na página 56 do teu manual interativo, clica 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NDHRwh3uiPY/NFQc8HeciDxpLAfCKcfyPLsqQYarXavXv3EpJtbW3Hjx93OByTk5NJSUn9/f+zRomiqKKiIvBJf4K3D7x8TQLcX2aYLdduBiJk/eD996vvC0AQN9+RO/7O7xC8ta8ntlbWrBu8OY5bXl7u6upSqVTQko6MjGxqalpaWhIE79jYWCgVFoslNTVVqVTa7XaO4wwGw4EDB9Rq9atXr9YN3hzHzc/P6/X6+vr6hoaGzMxMmUz26tUraFu3tbVBVFtYWPjnP/8pFosNBkNRUZFUKh0bGwOGs7OzSqVSLpdPTEyUlpaGhYXdvXvXd+XFD94URV24cCHmwxYeHq7VahcXFzMzM/V6Pcmj/v7+b7755tmzZ0eOHCHVLsdxdrv92LFjRqNRUNe3tbXFxcXFxMRER0fDU0JRUVFjYyMRODExcfz4cavVuto3tdqy58/xgfFpu90Oj/yTk5PkLuh1b29v7+7uvnz5Mr8CJdfwd9xu94MHD06dOrVv376kpCTIrKKiIsGNjY2N+fn5LMvysUBNd+XKFSLwypUrcCPptm1vb9fr9WlpaeS5Gy4eGRkRgJqYmEhMTITgDd2b7e3tnZ2dDx48gKp8amrq4MGDZWVl/BEBkjTsrGm+PzpDiCKxDXqzT506BTlCajR+2BBkKIlPoAm50oelq13uaWlpUCLgLgDodDoVCkVeXh7MjRDYCPPmvv76a4FLJCYmWq3Wrq4uwSmz2Qyor1+/npSU1NnZScKtQPKauQZkYL4eXF9ZWalWq10uV0ZGBr8IsCybn58PDrBuy9sTCykp62Y0YQseyH/INhqN4C2C4A2VFTGcpulTp05ptVqr1SqVSuEZF6wTeAsR6KNQ+AbraSlxdW8OwM8X38Gbb7tarV6zMPKlCZzW03zi6vB03tvbKyiGgik4FosFxk+1Wu3JkycJYY7jjEZjUlISNFHWbXn7wMvXP/D9AGPr+sE76C3vdW1+Pe/YcQu6zRsm1+s250tzu90PHz6UyWTR0dHPnj0TBO+EhIQ3b97Ak69CocjKyoIBlZGREZgLtm7wHh4efvjw4d69e3fu3CmVSsVi8Y4dO2JjY8fGxq5fvy4SiQYGBkAfMkze19d38uRJfsCALu64uLixsbHS0lJ/5sHdu3cvMzOT74uQCji3w+E4duzY/v37IaLD/9zcXL1ef/LkSX6tSuq+iYmJpKQkz5nwUOmvrKzk5uZGR0fzBSoUChj6hcBJsJMSKChIGo1GJpM1NTW1t7ffu3cvLS1NEIOJBM8dhmGuX78Oyufm5vIra47jSEKCqk1QR8NPaAieO3eu/cNWUVEBcYWfKL8ZDcdJbQt9jD/99BPcXlJSkpGRAUitVmt5eXlUVFRCQoJnr6838/3RGbpqjUYjX8mCggIASGo0ftgguQC3eAvePiwdGBiIjIxcnWLJz3SYM7iwsFBdXS2RSPbv308eT4luWq3Wm0u0trbyK3RoXcFMQIZhdDrdsWPHwsPDy8rKBL013nKNODBJHXI5wOA9MDDgraSAzj4ymp8Lgswlp4g7gdqtra3h4eF8znFxcTqdTnCZ59MACFxdxOijUPgG+3EOQGhvKHjzyztkE5EDOwKn9TSfuLq3YkiqAhBIWtWBBG+o/bzVOQITAvm5GS3vzR/zft9FyXEm24w/E9ZWVlbevXtHAhvDME1NTREREe3t7R0dHfxu83WD98TERHJycn5+PtTOL1++jI+P53ebGwyGsrIyEm4hQkul0ufPnzc3N0dERLS2tq7b8rbb7RkZGaTlffDgQXik8OEHk5OTCQkJT58+FVwDzk1RlEqlgp5k/gVmszkpKYk/CwzGmcxmM03TeXl5P//8M2hL7iKV/sWLF/llj39BQkIC6c7lOG51Gg50VfELEizz4LcdoYVE5Ah2GIYhc+LglNFoPHbsmN1uv3jx4uXLl/l6qtXqixcvelZtggoCfnZ1dfHXtpFnc74CnqCeP38eFxdnMplqamr4kYk0fcjtLMs+evRI0Gb1Yb6gfl9TZwhR/Mn2FEVlZmbCKACp0Uhs8OyBFARU6IlxuVw+LDWbzXK5nN9PQ2wkOyMjI6mpqaRTF47r9Xq5XM5vsj9+/Fgmk1mtVs9TJpNJwGphYSE3N5ffzQOt+TVzzVvw5jiuvLyc321uNBr53eaVlZXEinv37sEjBQHoiYWUFHLXmhktmPUmyFwiXxCW9Ho9eQQk8vlPNuSgN4E+CgW5d02wnpYSV/fHAQSPlaTPwM/CSHSDHf+Dt7diyK9zACC0qqEZRrrNYbyGdJvzh4EcDodSqYQ+NlKy/MErsOUjfm7GmHdIZ5tPLbgGLbZAxtQNBoNIJIqKirp+/frLly/7+/uPHz8eFRX19OnTjba8Vyug06dPi0Sitra2ubm5X375ZceOHWfPniVj3kaj8fLly1FRUY8ePbLb7ffv34+Pj4+NjV0d8IYxb6lUqtVqBWPeGo0mPDxcqVSudt28fv26tLR0165d169fX1hYKC0tJY8UHMdZLJYrV67odDrPXnSNRiORSB49egSnGIbp6emRSqVdXe8/0trZ2ZmcnAwPASzLPnz48O7du7D+6ttvv52fn4d+p6KiIhhxhMHjxMTEiooK0uiZnJzMysoqKiriOG54eFgmk5GOBKPRWFVVxTCMVqvdtWtXcXExPC29e/dOoVDcvn2b3yCGtE6ePEmGxt+8eSOTyeBpYGxszHNQX6/Xi0Sie/fuQQiHMaqioiKapoeHh6VSaWdnJ8TvgYEBmUwGC/AEVduagRDix8zMDEwbrqqqkkqlgm5zslANemLm5+dVKlV0dLTJZGpsbMzKygJjQSsIKn19fV1dXZAXz58/VygU/OhFUZQ38/3RGULU/v37gT/DMM3NzUePHgUrSBVDYgN4jpw3Xd9gMMTExEDb3e125+fnQ/e1D0vhVFFRETG2srJybGzMbDaTfIGVHYLg7XK5Tpw4cfXqVbjxzZs3hw8fhuANp77//ns4NT8/r1Qqb9265XK5GhoawByWZUtLSwXB21uu+QjesPTx0KFDxcXFubm5p06dUqlU4HKtra0JCQlkqmZ6erogePsoKb4z2s/gDRyePHkCVTz8hAIFw3BXrlyxWCyCGO8ZEUmOeysU64L9CAfghyV46C8uLoZyqtfro6KioJHqj2PzRXk6raf5xNW9FUNvwZvjOI1GIxKJcnNzi4uL5XI5mUTpdDqPHz8OM4FYlr179+6BAwcEwdsbXoH+Af7cjNnmoVvn/T3v3SzWjb+bBditrKw8efIkNTUV5nJv375dKpXeu3dvaWlJMNv88OHDUIDtdntmZmZeXh60sCHuqtVqWGFMZozv/LCdP3/e5XKRl7SYTKbExERIKywsbDVyy2QymGD17NmzlJQUOLVv3z65XA6N8uXl5fv374vFYji1Z8+eqqqq1Q4omG1OtOI47tmzZ9HR0aSy4zsHy7J//PFHQkICdLjt2bMnNTW1r68PQhpMjxSJRBKJRCQSnThxAhrHbrf74sWL4eHhEokkIiLi4sWLJFRzHLe61C03Nxcm1kVHR+/fv7++vh7qWWj9iD9s+/fvJ5Nourq6lEolzHQVi8URERE3b96EktzV1ZWRkUHWuY2MjMhkMujMV6lU5eXlMPW3pqYmJyeHpAI2sizb19eXmpoKyoSHh+fl5cEzB8dxvb298fHxoKFMJiN91DU1NfCoAUJqamr4vQU1Hzaapi9fvhwRERETExMXF1dVVZWRkcHvOYB7nU5nfn4+gEpMTOzq6jp27JjZbHY6nXl5eZGRkTExMYmJidXV1bm5uYuLi+Pj45mZmVFRUQDcs9vDh/nr6gwhqrGxMTMzUywW79u3LzU1dXx8HFRdXewAT2wjIyOgDAyKl5aW7t69WyQSPX78mGXZW7duAUypVNrY2JiTkwPe7s1SWGKUn58fFRUVExMDkyhpmrbZbIWFhUAgMjKytraW3wsCKkF/xp49e8RicXp6OkyMgKcZm82Wk5OzZ88eiUQSGRkJ3kLTdH19PXiXSCRSqVQwNRKkgTlr5tri4mJGRgaYDxdDLsM+LBmCVZFLS0swkAzSSkpKdu/eLZFIjh49+uuvv549e5bjOD5AbyXFn4wmuSBwSL782trasLCw6OjoX3/9FeJWeno6KbAtLS0sy8IaEP7LJHwIXLNQrAuW5LKnq5NTAgcgmQI7Ux/enLNv3z6xWHzhwoUzZ85A8BaoumZhFIiiPyxkIE7raT5xdW/FUFDn2Gw2UvVxHAfrCWF9Kel84jhuaGhIJBJBfVJRUZGTkwPBmyTno84RmBDIz81Y5x30N6zx34GqbOscnbHzj6y5v+7rUVdWVqCJ0N/fT6b+Li0tvXnzBuKEw+GYnp4moW51GRipwRmGmZycJNXH9PT0v/71r19//XVqaurdu3dQBzmdTrLI1eVy6XS6+/fvT09Pw8xG0lCmKOrJkycajWbVjeAW8nIJt9vd3d3d0dHBb6LNz89PTU2R2pCm6fHxcRK01vQMl8vFXy3Kv4ZhmJmZGaij+cdhMrkgXpILoIJecwY4LHxf8xS810XQ101kwg7c7qmP4DL+T5qmZ2ZmPMWCKFgKz7/ez314uy3JJm93URS1ZhIul2vN4zRN2+12b2I/wnxQjN++XB3NXZP/mia4XC5+Lvuw2pul0GtCVjGQVPzJbh+qulwuT5kcxzkcDh/u4UN/ohjZWV2TZjabSVEaGBhISUnhT5/0lolEAti+ZuHyndF8CT72KYoSGOtyuWZmZrz5jw9RcMpHofANFixd06W9OQBfmY92bL4Qsi9wWnLcc8efHIS7KIp6/PgxaahAn1lFRQWRCVUlv7CQU2THB15yTSA7m/GGtaC/25x8d2RXze0dtxqyNTpv3yMhV+KHSQLxErz3r0WAH7z/Wpr/idoODg4eOXJEIpGcPn366NGjIpGI30D/ExXDpDefAEVRly9fFolEcrn89OnT0dHReXl5pHm2+fqsmeJmvNuc47jgflWMWPJybv7Qb++/BHq13+vbQsjFuIMEvhwC5K1PX47JQbEUXoEQSHM2KGqgkE+BAPQpkndXfAoqER026atiHMeF+nvexCTcQQJIAAkgASTweRPYvO95v5yb33ajLpA54Z93TqB1SAAJIAEkgAT8IbDMMNtu1L2ce78IKJBt/Ze0gPRsja6i39f3pgJRAu9FAkgACSABJPAlEKjoHwzwe2JAyd/gPTozu7WydpO/UPIlZCTaiASQABJAAl8IAavbvbWydnTm/XftAtz8Dd4w8p3T8f6VILghASSABJAAEkACGyWQ09F1Sd+30bvWvH4DwXv1xVsxjS31ptE1BeFBJIAEkAASQAJIwBuBetNogN/w5kveWPAess5suXazZ3KKLwL3kQASQAJIAAkgAR8Eeiantly7OWR9/6rmoGwbC94cx7Wax7fdqDNYbEFJHoUgASSABJAAEvi8CRgstm036lrN//OS46AYu+HgzXHcndEX227UYfs7KBmAQpAAEkACSOAzJtAzObXtRt2d0RfBtfFjgje0v7dcu+l7/Hvo+XP8QwJIAAkgASTwGRPwHZLrTaNbrt0MbpsbUvzI4P3+2yzWmZjGlpyOLlw/5jvz8CwSQAJIAAl8aQSsbndOR1dMY0sQx7n5DD8+eIOUS/q+rZW1Ff2D+P41PlbcRwJIAAkggS+TwDLDVPQPbq2sDdaqsDUxBhq8OY4bnZnN1ui23ai70NM7bAvC2vM1FcWDSAAJIAEkgAQ+ZQLDttkLPb3bbtRla3RBeROLD2ODELxB+su5+Uv6vvC6psj65jO6nqbRFwaLbbXfAFvkPujjKSSABJAAEviLElhmGKvbbbDYmkZfnNH1RNY3h9c1XdL3Bf7ecn+ABC14k8SGrDNqgylbo4tpbPmqun7LtZt/v6rGPySABJAAEkACnxOBLdduflVdH9PYkq3RqQ2mEI1tk9gq2Al+8BYkgD+RABJAAkgACSCB4BLA4B1cnigNCSABJIAEkEDICWDwDjliTNqWmO4AAAD+SURBVAAJIAEkgASQQHAJYPAOLk+UhgSQABJAAkgg5AQweIccMSaABJAAEkACSCC4BDB4B5cnSkMCSAAJIAEkEHICGLxDjhgTQAJIAAkgASQQXAIYvIPLE6UhASSABJAAEgg5AQzeIUeMCSABJIAEkAASCC4BDN7B5YnSkAASQAJIAAmEnAAG75AjxgSQABJAAkgACQSXAAbv4PJEaUgACSABJIAEQk4Ag3fIEWMCSAAJIAEkgASCSwCDd3B5ojQkgASQABJAAiEngME75IgxASSABJAAEkACwSWAwTu4PFEaEkACSAAJIIGQE8DgHXLEmAASQAJIAAkggeAS+P+inBuo0QkFvQAAAABJRU5ErkJggg==[/img][br]2. Segue as instruções indicadas.
Ao movimentares os vértices do triângulo, o que aconteceu à soma dessas amplitudes dos ângulos ?
Seleciona a opção que completa corretamente uma das propriedades dos triângulos:[br][br] "A soma das amplitudes dos ângulos internos de um triângulo é sempre ________________ 180º."
[b][size=150][size=200]Agora, responde às seguintes questões:[/size][/size][/b]
REPARA QUE:
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[/img]
1.
Descobre a amplitude do terceiro ângulo interno dos triângulos A, B e C dados na figura. [br]Denomina-os de a, b e c.[br] Mostra como pensaste.[br][img]data:image/png;base64,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[/img]
2.
 O triângulo [NAT] é isósceles. [br][br][img]data:image/png;base64,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[/img][br][br]Qual é a amplitude do ângulo desconhecido? 

Soma das amplitudes dos ângulos externos de um triângulo

Com esta tarefa vais realizar mais algumas aprendizagens sobre os triângulos. Nela poderás conjeturar e verificar as relações que se estabelecem entre as amplitudes dos ângulos externos de um triângulo.[br]Explora seguindo passo a passo as atividades na ordem dada.[br]Vamos ao trabalho!!!
[b][size=150][size=200]Soma das amplitudes dos ângulos externos de um triângulo.[/size][/size][/b]
Explora a apliqueta dada, movendo os pontos A, B ou C.[br]Na figura ao lado do triângulo estão desenhados os ângulos do triângulo. Movimenta os pontos (verde, vermelho e azul) de modo que os ângulos sejam adjacentes.
a) Ao variar o valor das amplitudes dos ângulos externos o que aconteceu à soma dessas amplitudes?
b) Seleciona a opção que completa corretamente uma das propriedades dos triângulos:[br][br] "A soma das amplitudes dos ângulos externos de um triângulo é sempre ________________ 360º."
REPARA QUE:
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[/img]
[b][size=150][size=200]Agora, responde às seguintes questões:[/size][/size][/b]
1.
Qual a medida do ângulo externo ausente no seguinte triângulo escaleno?[br][img]data:image/png;base64,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[/img]
2.
Na figura está representado o triângulo equilátero [𝐴𝐵𝐶]. 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[/img][br][br]Determina a amplitude do ângulo externo D𝐴C. Mostra como chegaste à tua resposta.

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