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<table style="border: 4px solid #ff6633; background-color: #ffffcc;" border="4"> <tbody> <tr> <td><img 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" /></td> <td style="text-align: justify;"> <p><span style="font-size: small; color: #000080;" data-mce-mark="1"><strong>En un circuit elèctric on circula un corrent d'intensitat #a A , la diferència de potència és de«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mstyle mathsize=¨12px¨»«mrow»«mo mathvariant=¨bold¨ mathcolor=¨#00007F¨»#«/mo»«mi mathvariant=¨bold¨ mathcolor=¨#00007F¨»f«/mi»«/mrow»«/mstyle»«/math» V .</strong></span></p> <p><span style="font-size: small; color: #000080;" data-mce-mark="1"><strong>Quina és la resistència del circuit?</strong></span></p> <p><span style="font-size: small;" data-mce-mark="1"><span style="color: #ff6600;"><strong><span style="font-size: small;" data-mce-mark="1">Format:</span></strong></span> en ohms, arrodonida als dècims</span></p> </td> </tr> </tbody> </table> <p> </p> <p><br /><span style="color: #ff6600;" data-mce-mark="1"><strong><br /></strong></span></p> <p> </p>
Default mark
General feedback
No, case is unimportant
Yes, case must match
Correct answers
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Answer 1
Answer
Grade
None
100%
90%
83.33333%
80%
75%
70%
66.66667%
60%
50%
40%
33.33333%
30%
25%
20%
16.66667%
14.28571%
12.5%
11.11111%
10%
5%
Feedback
Answer 2
Answer
Grade
None
100%
90%
83.33333%
80%
75%
70%
66.66667%
60%
50%
40%
33.33333%
30%
25%
20%
16.66667%
14.28571%
12.5%
11.11111%
10%
5%
Feedback
Settings for multiple tries
Penalty for each incorrect try
100%
50%
33.33333%
25%
20%
10%
0%
Hint 1
Hint text
<p><span style="color: #003300;" data-mce-mark="1"><strong>Cal aïllar R de l'expressió V = R·I i per tant «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mstyle mathsize=¨12px¨»«mi mathvariant=¨bold-italic¨ mathcolor=¨#003300¨»R«/mi»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»=«/mo»«mfrac mathcolor=¨#003300¨»«mi mathvariant=¨bold¨»V«/mi»«mi mathvariant=¨bold¨»I«/mi»«/mfrac»«/mstyle»«/math»</strong></span></p> <p><span style="color: #003300;"><strong> </strong></span></p>
Hint 2
Hint text
Created / last saved
Created
by
Admin User
on
Monday, 13 July 2015, 2:20 PM
Last saved
by
Admin User
on
Monday, 13 July 2015, 2:20 PM
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