Skip to main content
Editing a Description
You have permission to :
Edit this question
General
Category
Default for System (16649)
Test-Lidia
Question name
Question text
<p> </p> <table style="border: 4px solid #003300; width: 423px; height: 423px; background-color: #ffffcc;" border="4" align="center"> <tbody> <tr> <td style="background-color: #003300;" align="center" valign="middle"><span style="font-size: large; color: #ffff99;" data-mce-mark="1">Simetria respecte a un punt</span></td> </tr> <tr> <td> <p style="text-align: justify;"><span style="color: #003300; font-size: small;"><strong>Si S és el simètric de A respecte a B, S és l'extrem d'un vector doble del vector AB, i les coordenades de S es calculen amb :</strong></span></p> <p style="text-align: center;"><span style="color: #003300; font-size: medium;"><strong>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mfenced mathcolor=¨#003300¨»«mrow»«msub»«mi mathvariant=¨bold¨»x«/mi»«mi mathvariant=¨bold¨»A«/mi»«/msub»«mo mathvariant=¨bold¨»,«/mo»«msub»«mi mathvariant=¨bold¨»y«/mi»«mi mathvariant=¨bold¨»A«/mi»«/msub»«/mrow»«/mfenced»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»+«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mn mathvariant=¨bold¨ mathcolor=¨#003300¨»2«/mn»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#183;«/mo»«mfenced mathcolor=¨#003300¨»«mrow»«msub»«mi mathvariant=¨bold¨»x«/mi»«mi mathvariant=¨bold¨»B«/mi»«/msub»«mo mathvariant=¨bold¨»-«/mo»«msub»«mi mathvariant=¨bold¨»x«/mi»«mi mathvariant=¨bold¨»A«/mi»«/msub»«mo mathvariant=¨bold¨»,«/mo»«msub»«mi mathvariant=¨bold¨»y«/mi»«mi mathvariant=¨bold¨»B«/mi»«/msub»«mo mathvariant=¨bold¨»-«/mo»«msub»«mi mathvariant=¨bold¨»y«/mi»«mi mathvariant=¨bold¨»A«/mi»«/msub»«/mrow»«/mfenced»«/math»</strong></span></p> <p style="text-align: center;"><span style="color: #003300; font-size: medium;"><strong> <img src="data:image/jpg;base64,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" width="233" height="217" /> </strong></span></p> </td> </tr> </tbody> </table>
General feedback
Created / last saved
Created
by
Admin User
on
Thursday, 23 August 2018, 4:18 PM
Last saved
by
Admin User
on
Thursday, 23 August 2018, 4:18 PM
There are required fields in this form marked
.