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<p><span style="color: #003300;"><strong>Escriu en forma polar els afixos dels altres 4 vèrtex del pentàgon, si el vèrtex del 1r quadrant és </strong></span>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»#«/mo»«mi mathvariant=¨bold¨ mathcolor=¨#003300¨»r«/mi»«msub mathcolor=¨#003300¨»«mn mathvariant=¨bold¨ mathcolor=¨#003300¨»1«/mn»«mrow»«mo mathvariant=¨bold¨»#«/mo»«mi mathvariant=¨bold¨»a«/mi»«mn mathvariant=¨bold¨»1«/mn»«mo mathvariant=¨bold¨»§#186;«/mo»«/mrow»«/msub»«/math»</p> <p><img alt="" 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" width="174" height="158" /> </p> <p><span style="color: #ff6600;"><strong>Format: </strong></span></p> <p>||z|| = mòdul de tots els afixos.</p> <p>arguments ={20,30,40,50}</p>
Default mark
General feedback
No, case is unimportant
Yes, case must match
Correct answers
You must provide at least one possible answer. The first matching answer will be used to determine the score and feedback. Click the icon next to the answer field to edit the mathematical properties of the answer and the question.
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
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<p><strong><span style="color: #000080;">El mòdul és el mateix, ja que el radi de la circumferència no canvia.</span></strong></p> <p><strong><span style="color: #000080;">L'argument, en un pentàgon, va augmentant de 360º/5. </span></strong></p>
Hint 2
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Created / last saved
Created
by
Admin User
on
Thursday, 23 August 2018, 4:17 PM
Last saved
by
Admin User
on
Thursday, 23 August 2018, 4:17 PM
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