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
<div class="page" title="Page 14"> <div class="layoutArea"> <div class="column"> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Una colonia de virus de la gripe se reproduce de acuerdo a la expresión «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»R«/mi»«mfenced»«mi»t«/mi»«/mfenced»«mo»=«/mo»«mo»#«/mo»«msup»«mi»a«/mi»«mi»t«/mi»«/msup»«/math»</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">, siendo «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»t«/mi»«/math» el tiempo en horas. </span></p> <p> </p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">a) ¿Cuántos virus tendrá la colonia transcurridos «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»#«/mo»«mi»b«/mi»«/math» horas?</span></p> <p> </p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">b) ¿En cuántas horas se tendrá «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»#«/mo»«mi»c«/mi»«/math» virus? </span></p> <p> </p> <p><strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium; color: #ff0000;">Observaciones:</span></strong></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium; color: #ff0000;">- Utiliza el punto como separador en los decimales, en lugar de la coma.</span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium; color: #ff0000;">- Anota el resultado con tres decimales.</span></p> <p> </p> <p> </p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"> </span></p> <p> </p> <p> </p> </div> </div> </div>
Default mark
General feedback
<p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Una colonia de virus de la gripe se reproduce de acuerdo a la expresión «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»R«/mi»«mfenced»«mi»t«/mi»«/mfenced»«mo»=«/mo»«mo»#«/mo»«msup»«mi»a«/mi»«mi»t«/mi»«/msup»«/math»</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">, siendo «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»t«/mi»«/math» el tiempo en horas. </span></p> <p> </p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">a) ¿Cuántos virus tendrá la colonia transcurridos «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»t«/mi»«mo»=«/mo»«mo»#«/mo»«mi»b«/mi»«/math» horas?</span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Se debe remplazar </span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»t«/mi»«mo»=«/mo»«mo»#«/mo»«mi»b«/mi»«/math» en la expresión <span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»R«/mi»«mfenced»«mi»t«/mi»«/mfenced»«mo»=«/mo»«mo»#«/mo»«msup»«mi»a«/mi»«mi»t«/mi»«/msup»«/math»</span>, donde se tiene que:</span></p> <p> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»R«/mi»«mfenced»«mrow»«mo»#«/mo»«mi»b«/mi»«/mrow»«/mfenced»«mo»=«/mo»«mo»#«/mo»«msup»«mi»a«/mi»«mrow»«mo»#«/mo»«mi»b«/mi»«/mrow»«/msup»«/math»</span></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»R«/mi»«mfenced»«mrow»«mo»#«/mo»«mi»b«/mi»«/mrow»«/mfenced»«mo»=«/mo»«mo»#«/mo»«mi»R«/mi»«/math»</span></p> <p style="text-align: center;"> </p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">b) ¿En cuántas horas se tendrá </span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»#«/mo»«mi»c«/mi»«/math»</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"> bacterias? <br /></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Se debe despejar <span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»t«/mi»«/math» de la expresión <span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»R«/mi»«mfenced»«mi»t«/mi»«/mfenced»«mo»=«/mo»«mo»#«/mo»«msup»«mi»a«/mi»«mi»t«/mi»«/msup»«/math», aplicando logaritmo en base «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mn»10«/mn»«/math», en ambos lados de la igualdad.</span></span></span></span></span></p> <p> </p> <p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»R«/mi»«mfenced»«mi»t«/mi»«/mfenced»«mo»=«/mo»«mo»#«/mo»«msup»«mi»a«/mi»«mi»t«/mi»«/msup»«/math» «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»/«/mo»«/math»«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»§#183;«/mo»«mi»log«/mi»«/math»<br /></span></span></span></span></span></span></span></span></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»log«/mi»«mo»(«/mo»«mi»R«/mi»«mfenced»«mi»t«/mi»«/mfenced»«mo»)«/mo»«mo»=«/mo»«mi»log«/mi»«mo»(«/mo»«mo»#«/mo»«msup»«mi»a«/mi»«mi»t«/mi»«/msup»«mo»)«/mo»«/math»</span></span></span></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»log«/mi»«mo»(«/mo»«mi»R«/mi»«mfenced»«mi»t«/mi»«/mfenced»«mo»)«/mo»«mo»=«/mo»«mi»t«/mi»«mo»§#183;«/mo»«mi»log«/mi»«mo»(«/mo»«mo»#«/mo»«mi»a«/mi»«mo»)«/mo»«/math»</span></span></span></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»t«/mi»«mo»=«/mo»«mfrac»«mrow»«mi»log«/mi»«mo»(«/mo»«mi»R«/mi»«mfenced»«mi»t«/mi»«/mfenced»«mo»)«/mo»«/mrow»«mrow»«mi»l«/mi»«mi»o«/mi»«mi»g«/mi»«mo»(«/mo»«mo»#«/mo»«mi»a«/mi»«mo»)«/mo»«/mrow»«/mfrac»«/math»</span></span></span></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: left;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Dado que <span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»R«/mi»«mfenced»«mi»t«/mi»«/mfenced»«/math» equivale a la cantidad de bacterias transcurridas «math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»t«/mi»«/math» horas, se debe remplazar por <span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»#«/mo»«mi»c«/mi»«/math», donde se tiene que:</span></span></span></span></span></span></span></span></span></span></p> <p style="text-align: left;"> </p> <p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»t«/mi»«mo»=«/mo»«mfrac»«mrow»«mi»log«/mi»«mo»(«/mo»«mo»#«/mo»«mi»c«/mi»«mo»)«/mo»«/mrow»«mrow»«mi»l«/mi»«mi»o«/mi»«mi»g«/mi»«mo»(«/mo»«mo»#«/mo»«mi»a«/mi»«mo»)«/mo»«/mrow»«/mfrac»«/math»</span></span></span></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»t«/mi»«mo»=«/mo»«mo»#«/mo»«mi»t«/mi»«/math»</span></span></span></p> <p style="text-align: center;"> </p> <p style="text-align: left;"> </p> <p style="text-align: left;"> </p> <p style="text-align: left;"> </p> <p style="text-align: left;"> </p>
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
<p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">¡¡Muy Bien!!</span></p>
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
<p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Al parecer cometiste un error, revisa tu desarrollo y consulta a tu profesor si aún te quedan dudas</span></span></p> <p> </p>
Answer 3
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
<p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Observaciones: Curicó Gastón Lastra 28/06</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">PENDIENTE: se sugiere en el la retroalimentación cambiar el valor de R(t) por un valor numérico</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">PENDIENTE: Se sugiere dejar una mayor separación entre expresiones matemáticas</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Observaciones Santiago Sur, 31 de Mayo de 2016 </span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Modificado: En el enunciado debería decir colonia de bacterias.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><span style="color: #ff0000;">Modificado: <span style="color: #000000;">En las preguntas faltan signos de interrogación y tildes.</span><br /></span></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><span style="color: #ff0000;">Modificado:<span style="color: #000000;"> Falta unidad de horas en pregunta a)</span><br /></span></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Modificado: <span style="font-family: arial,helvetica,sans-serif; font-size: medium;">No se visualiza la respuesta para cada pregunta.</span><br /></span></span></p> <p> </p> <p><img src="data:image/png;base64,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" alt="" /></p>
Answer 4
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, 12 January 2017, 10:03 AM
Last saved
by
Admin User
on
Thursday, 12 January 2017, 10:03 AM
There are required fields in this form marked
.