Skip to main content
Editing a short answer - math & science question by WIRIS
You have permission to :
Edit this question
General
Category
Default for System (16649)
Test-Lidia
Question name
Question text
<p><span style="line-height: 1.4; color: #003300;"><strong>L'àrea del triangle de vèrtex A, B i C és de #s m<sup>2</sup>. L'angle en A d'aquest triangle és #A1º i l'angle en B és #B1º. Sigui D el peu de l'altura des del vèrtex C, és a dir el punt del segment Ab tal que CD és perpendicular a AB.</strong></span></p> <p> </p> <p><img src="data:image/png;base64,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" style="display: block; margin-left: auto; margin-right: auto;" width="454" height="208" /></p> <p><span style="line-height: 1.4; color: #003300;"><strong>Calculeu la longitud de CD, AB, AC i CB.</strong></span></p> <p><span style="line-height: 1.4; color: #ff6600;"><strong><span style="line-height: 1.4;">Format de les respostes:</span> </strong></span> Arrodonides als centèsims</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
Hint text
Hint 2
Hint text
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
There are required fields in this form marked
.