[list][*]Dibuixa un punt A en el (2, 1). Dibuixa un punt B que estigui 4 quadrets més a la dreta i dos quadrets més cap amunt. [/*][*]Selecciona la icona [img]data:image/png;base64,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[/img] [i]Vector entre dos punts[/i] i uneix els punts A i B.[/*][*]Si cliques el vector, a la finestra de l'esquerra en podràs veure les seves[i] propietats.[/i][/*][/list]
Quines són les components d'aquest vector?[br]Hi trobes relació amb la instrucció de com col·locar el punt B?
[list][*]Selecciona la fletxa Mou [img]data:image/png;base64,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[/img] i clica el punt B, desplaça el punt i observa com canvien les components del vector. [br][/*][/list][br]On hem de situar el punt B per tal que la segona component sigui negativa?
On hem de situar el punt B per tal que la primera component sigui negativa?
On hem de situar el punt B per tal que la primera i la segona component siguin negatives?
[list][*]Dibuixa un triangle amb l’eina [img]data:image/png;base64,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[/img] [i]Polígon[/i]. [/*][*]Aplica el vector anterior (u) a aquest triangle. Per fer-ho, selecciona la icona [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACcAAAAnCAYAAACMo1E1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAAijSURBVFhHvVhpTFtXFnYVRUorRUqkaOZXlR/9M52Z/hilUjSVqqg/Z0YzGqnRdJgUNQmECU2apiULA2UJGBrSELaEJUDAmACBsG+GAIGwecHYYGPAZscYvLDv2PDNuQ+bsCVla490dZ/ve+e9733vnPOda57J0AbjoBJd2ibIFQ2QNNXteUjl9ahrrEL1KxFqast2PNj1DeJqzp/dh+HQdcrAMw60cIuu/EScOn8XH34RgN/9e5+D3WO3w+7Lnv8x4XD2iwePMebKf4KL/rEoKi1Ch6oRnWoJzWK0t9JxmxRtLfQmGhnUynro2ptWZ/rdRrNWI4WGzu/Ih+ZVHxk07Lr1PnTcq1Nw5ysqynHen8AxCj++cBdlVRXQd7dCVJSFgrwMlBZlo6IsHzmZQtTXlCFdmABpw0sIkx9D2vgSqYJ4iOsqkZmWjJrKEhTk7senAPk56Qi9x4dC9gqGAS1qxBLwGmW1+NCJD227HBZTP54+TcbjuCjERIdCkPQIQYFeyM9Lxe1b36C8LAffXb+Mihd58Pj+a5QUZ8HnBw88y0hE6P3AffhE4/5PgTh79p9obKzG+PgwTMY+8MQE7g//CSLKFTCbBlBeXoynqXFYtk7AtjSOFdsUlhZGgZVpLM5bNs20vjwF6+IYlm2TdP3efWCzIJlAMnAWix4GQ88quN8TuA6NgtD2Iy8/Cwnx4bBa5/BrGnuZ8LBg1NFnHx0dsoNrWgXXrlHCSFRmZKTgUVQIrEuzdreDNRsNqUYDTW/v6oLdlhYsCA7yQXV1+fbghoe7UVqaj8xnT7C0OG13Ozibt1qRnZKC26dO4c6nn6K4pMR+BliYMyFVGIempnqYzYNbwVnMA0hMjAU/wBM227zd7eCs22SC+2efQcbjQUjD09UVS/Zz1sVR3LxxFWVlhVxCbAFnGOoiWstQWpyJxYVJu9vebX5+HiMjI1Cp1aiuq0VadibcPv8cvgTs+/feQ0xEBJYd184aUZCfjpYWKUyUmFvAjVoGERMTCe//XadMWrC77c7m5uboAS2U9eXIyspCCn3GqIcPEU5AXpSXoUOrxZOUNDzPzsfk1JTdi2JxaQxfu19EcXHu9swN6XWora2kmpRLzE3Y3XZnjK2CggJERkYiOjoaUVFUM2NiKAvrKI5XP6KVhoMxh83NGFEmyoZaLafE7HeAqyNwfLSppVSE++iGEfDyvLYn5mw2GxYXFyEWixEbG4uHxFhiYiIFeRN37m3GmHO/fB5FRRuYew1OP9CBV68qqKpn7yrm2IOn6BMNDg5iYGCAiqgFhYWFSEhIgEqlwvLyZp62GmOOqYdK1bQ+5l6DMxt7ERf3CL4+HjtizkqlYWJiAnq9Hj09PVSKhrk1Zr1Ux9jaToAxY4rx7TU3rpRty9zQYCd1BCWki0+pKL4O1s3mANXf3w+dTkc3MqyB2qvNz5rwPEsApVJMdW6AXnQTOONIDwSCBNwL8YNtnXypVArKvDS0tSkwPT3NgXGAWlpyVKr9mZXky9vrBtW5EgJnoBDZBM4wpKNMy4YwJWZNIVSqZpw5cxPvvOOHTz7xoNanluRllAv8/dryyor9CFicMyM2JpzqbA0B06O7exO4EUMXnj9Px+PYB2vampb2GO++6wkeb5jGNdRSkd6PsaSpot5R3twM67oMXqKuJfR+MIVVJYaGhrh43QiOtDU9XYDI8GCKoVVwvb06nDvni/ff/w5ffhlINcjAre/EWBx2dXVBJBIhgoqwi4sLsf9nup8T5HI5VtYxx4SfH+hDn7V8e3AGvZaypQBZm4R/cLCLiqiIYqzPvvJ2q6qqgpeXFzWPZ3H69GmcPHkShw4dIuZ5FCJnqA5K7Fe+Nib8guQ4ek49x+4WcCYqJQch/A8ePMDhw4c5MOuHKwk9KzvbGRP+Gx5XKeYLuZK0BZyeSslBCL9AIMCxY8fWQB09ehQBAQFUv6jjfYMx4c/NEUIiqaNC3kXsdW8EZyb52qvws5LSTEHu7e1NwxPOzudw5MgRHD9+nNPYn8tuh3zl5GQTc0Po69vE3CDJ126Fn3UhSqUSvr6+cHNz41gzGkfQ2dkJJycnJCcn/6yuMpsn+SouyiQdbqTi/gbmdir8TEslEgn4fD6uXLmCpKQkLp7WA2EqslP5Ysxd/u9XxNzz7ZnbifBPTk5yXUZQUBDHFANlNps3lIW9GGOusCAdMlnDG2LuLcLPHt7a2roGKj4+ngN1UGYj4f/m6iXk5eVsz9zbhN9GnyeZ4iksLIxriw7aFkj4M9Kf0L61lu7fvZW5Nwm/w3YS2Hu3Ody6eZXUpIRKjoUA9m4Et53w/5LGWi6mJtXV1SgpykFpSS41qbnIzs6AtrN1I7iNwv/L7/hbWlUIDv4RQqGQ2vNiVBLQ6OiHCAwMhIbas43g7MIfFRmCFasJs9NGzFIWsZm10dvNjvMbxg595mZGICopoOxvXgVLu7aIiFBi8gWVpa5NCUHCLxLlU2AmY2Kc+vihDgKspfV2ikcdJYwGJpr19pn9ZusGOj9i6MQwjd34jI32QqlooJ1+CkxmCzKeZdKmKAxarcaereyPHPYXWIeCSkM/bUqice+nEISE3KX9ZiRu376F1NQUuLtf5qTFxeUil+6XLrkiM+sZrl+/hoTEePj7+3F+u/UJCwvFhQvO8PH5AX/86CPk52dibGyEXrIPPJm8Dn/6KgQShRyT4wa0KqWQUDrLZY1oUcjQUPcS7W0tqK4qh07bhqqKUnTRm72sFNELqVFbUwE1dct79VE2SyGmOeCOP4ICfYnRbkxPmaHQtIOn7ZDC2S8B34ZlQtyqwRTtEdhOfIKUYHxiEpP0e4y6iamZGYyOjWOam8dWZ7bOzpNM7cdnanoG7Z0aDBuHOclrbtPB/V4GeGMmDdTtcrj+KMAHX/Bx4i++OPG3X3/89h938Ju/++PEX33xwb/4OB+YhP8DADJmdSLSceMAAAAASUVORK5CYII=[/img] [i]Translació segons un vector[/i]. Clica sobre l’interior del triangle i després sobre el vector. Aleshores, apareixerà un altre triangle que és el resultat de fer una translació de vector u al primer triangle. [/*][/list][br]Mou el punt B i observa què passa. Com afecta això al triangle traslladat? Què canvia del triangle?
De què depèn la posició del triangle traslladat?[br](Modifica el vector per tal que els dos triangles no es solapin)
[list][*]Observa que apareix una figura on s'hi ha fet una translació. Volem trobar el vector translació.[/*][*]Dibuixa un punt A sobre un dels vèrtexs, dibuixa un punt B sobre el vèrtex corresponent de l’altra figura.[/*][*]Dibuixa el vector que va del punt A al punt B. Selecciona el vector i observa les seves propietats.[br][/*][/list]