From: koenr Date: Sat, 8 Jan 2005 19:57:27 +0000 (+0000) Subject: moving towards XHTML compliance X-Git-Url: http://git.mjollnir.org/gw?a=commitdiff_plain;h=ed0e1a2ed0bebddc01f1ed4fad54092e80ca97ca;p=moodle.git moving towards XHTML compliance --- diff --git a/lang/en/help/quiz/attempts.html b/lang/en/help/quiz/attempts.html index c68f2785b9..f9cb9df416 100644 --- a/lang/en/help/quiz/attempts.html +++ b/lang/en/help/quiz/attempts.html @@ -1,6 +1,6 @@

Quiz attempts

-

Students may be allowed to have multiple attempts at a quiz. +

Students may be allowed to have multiple attempts at a quiz.

This can help make the process of taking the quiz more of - an educational activity rather than simply an assessment. + an educational activity rather than simply an assessment.

diff --git a/lang/en/help/quiz/calculated.html b/lang/en/help/quiz/calculated.html index f395152153..bb3dec2b18 100644 --- a/lang/en/help/quiz/calculated.html +++ b/lang/en/help/quiz/calculated.html @@ -1,6 +1,6 @@

Calculated questions

Calculated questions offers a way to create individual numerical question by the use of wildcards that are substituted with individual values when the quiz is taken. -
Below is a shrunken view of the main editing page with some example inputs:
+
Below is a shrunken view of the main editing page with some example inputs:
@@ -44,24 +44,24 @@ Calculated questions offers a way to create individual numerical question by the
-
+
In the question text input and "Correct Answer Formula" {a} and {b} can be seen. These and any other {name} can be used as a wildcard that is substituted by some value when the quiz is taken. Also, the correct answer is calculated when the quiz is submitted using the expression in "Correct Answer Formula", which is calculated as a numerical expression after the substitution of the wildcards. The possible wildcard values are set or generated on a later page in "editing wizard" for calculated questions... -
The example formula uses the operator +. Other accepted operators are -*/ and % where % is the modulo operator. It is also possible to use some PHP-style mathematical function. Among these there are 24 single-argument function:
+
The example formula uses the operator +. Other accepted operators are -*/ and % where % is the modulo operator. It is also possible to use some PHP-style mathematical function. Among these there are 24 single-argument function:
abs, acos, acosh, asin, asinh, atan, atanh, ceil, cos, cosh, deg2rad, exp, expm1, floor, log, log10, log1p, rad2deg, round, sin, sinh, sprt, tan, tanh -
and two two-argument functions
+
and two two-argument functions
atan2, pow -
and the functions min and max that can take two or more arguments. It is also possible to use the function pi that takes no arguments but do not forget the use the parentheses - the correct usage is pi(). Similary the other function must have their argument(s) within parentheses. Possible usage is for example sin({a}) + cos({b}) * 2. It should not be any problem to wrap functions within eachother like cos(deg2rad({a} + 90)) etc. -
More details on how to use these PHP-style functions can be found in the documentation at the PHP web site -

+
and the functions min and max that can take two or more arguments. It is also possible to use the function pi that takes no arguments but do not forget the use the parentheses - the correct usage is pi(). Similary the other function must have their argument(s) within parentheses. Possible usage is for example sin({a}) + cos({b}) * 2. It should not be any problem to wrap functions within eachother like cos(deg2rad({a} + 90)) etc. +
More details on how to use these PHP-style functions can be found in the documentation at the PHP web site +

As for numerical questions it is possible to allow a margin within which all responses are accepted as correct. The "Tolerance" field is used for this. However, there are three different types of tolerances. These are Relative, Nominal and Geometric. If we say that the correct answer at quiz time is calculated to 200 and the tolerance is set to 0.5 then the different tolerance types work like this: -

Relative: A tolerance interval is calculated by multiplying the correct answer with 0.5, ie in this case we get 100 so for this tolerance the correct response must be between 100 and 300. (200 ± 100)
+

Relative: A tolerance interval is calculated by multiplying the correct answer with 0.5, ie in this case we get 100 so for this tolerance the correct response must be between 100 and 300. (200 ± 100)
This is useful if the magnitude of the correct answer can differ greatly between different wildcard values. -

Nominal: This is the simpliest tolerance type but not very powerful. The correct response must be between 199.5 and 200.5 (200 ± 0.5)
+

Nominal: This is the simpliest tolerance type but not very powerful. The correct response must be between 199.5 and 200.5 (200 ± 0.5)
This tolerance type can be useful if the differences between different correct answers are small. -

Geometric: The upper limit of the tolerance interval is calculated as 200 + 0.5*200 and is the same as for the relative case. The lower limit is calculated as 200/(1 + 0.5). The correct response must then be between 133.33 and 300.
+

Geometric: The upper limit of the tolerance interval is calculated as 200 + 0.5*200 and is the same as for the relative case. The lower limit is calculated as 200/(1 + 0.5). The correct response must then be between 133.33 and 300.
This is useful for complex calculation that must have great tolerances where relative tolerances of 1 or more would be used for the upper limit but clearly not acceptable for the lower limit as it would make zero a correct answer for all cases. -

+

The field Significant Figures does only relate to how the correct answer should be presented in the review or the reports. Examples: If it is set to 3 then the correct answer 13.333 would be presented as 13.3; 1236 would be presented as 1240; 23 would be presented as 23.0 etc. -

+

The feedback field and the optional unit fields work just like they do for numerical questions. -
\ No newline at end of file +
\ No newline at end of file diff --git a/lang/en/help/quiz/export.html b/lang/en/help/quiz/export.html index da0dc0cf64..1db2df40bd 100644 --- a/lang/en/help/quiz/export.html +++ b/lang/en/help/quiz/export.html @@ -1,7 +1,7 @@

Exporting questions from a Category

This function allows you to export a complete category of questions to - a text file. + a text file.

Please note that in many file formats some information is lost when the questions are exported. This is because many formats do diff --git a/lang/en/help/quiz/formatgift.html b/lang/en/help/quiz/formatgift.html index ac21e67a3c..c80e654a37 100644 --- a/lang/en/help/quiz/formatgift.html +++ b/lang/en/help/quiz/formatgift.html @@ -42,7 +42,7 @@ Two plus two equals {=four =4}.

If there is only one correct Short Answer, it may be written without the equal sign prefix, - as long as it cannot be confused as True-False. + as long as it cannot be confused as True-False.

True-False:
In this question-type the answer indicates whether the statement is true or false. diff --git a/lang/en/help/quiz/grademethod.html b/lang/en/help/quiz/grademethod.html index 53e725853f..221fdbe029 100644 --- a/lang/en/help/quiz/grademethod.html +++ b/lang/en/help/quiz/grademethod.html @@ -2,24 +2,24 @@

When multiple attempts are allowed, there are different ways you can use the grades to calculate the student's final - grade for the quiz. + grade for the quiz.

Highest grade

Average grade

First grade

Last grade

diff --git a/lang/en/help/quiz/import.html b/lang/en/help/quiz/import.html index 3c1d0ae197..5a4fcc229c 100644 --- a/lang/en/help/quiz/import.html +++ b/lang/en/help/quiz/import.html @@ -1,9 +1,9 @@

Importing new questions

This function allows you to import questions from - external text files, uploaded through a form. + external text files, uploaded through a form.

-

A number of file formats are supported: +

A number of file formats are supported:

GIFT format