<section xml:id="section-standalone-project-printouts" label="section-standalone-project-printouts" xmlns:pi="http://pretextbook.org/2020/pretext/internal">
<title>Projects as Printouts</title>
<p>
A project-like element outside of any worksheet or handout may still carry <c>workspace</c>, on itself or on its tasks.
When it does, HTML output gives it the same print preview icon a worksheet gets, and previewing it lays out just that project across pages with the workspace expanded to fill them.
In PDF such a project is typeset as an ordinary block, with no extra room.
</p>
<p>
The third project below has no <c>workspace</c> anywhere, so it gets no icon.
</p>
<project xml:id="project-printout-tasks">
<title>A Project With Workspace On Its Tasks</title>
<introduction>
<p>
Show all of your reasoning in the space provided.
</p>
</introduction>
<task xml:id="project-printout-task-first" workspace="2in">
<statement>
<p>
Find the derivative of <m>f(x) = x^2</m>.
</p>
</statement>
<hint>
<p>
Use the power rule.
</p>
</hint>
<solution>
<p>
We have <m>f'(x) = 2x</m>.
</p>
</solution>
</task>
<task xml:id="project-printout-task-second" workspace="3in">
<statement>
<p>
Now find the derivative of <m>g(x) = x^3</m>, and explain the pattern you see.
</p>
</statement>
</task>
<conclusion>
<p>
Compare your two answers with a neighbor.
</p>
</conclusion>
</project>
<project xml:id="project-printout-simple" workspace="4in">
<title>A Project With Workspace On Itself</title>
<statement>
<p>
Explain, in a paragraph, why the workspace requested here is not visible on screen, but does appear in the print preview.
</p>
</statement>
</project>
<project xml:id="project-printout-none">
<title>A Project With No Workspace</title>
<statement>
<p>
This project should not have a print preview icon.
</p>
</statement>
</project>
</section>
Print preview
Section 39 Projects as Printouts
View Source for section
A project-like element outside of any worksheet or handout may still carry
workspace, on itself or on its tasks. When it does, HTML output gives it the same print preview icon a worksheet gets, and previewing it lays out just that project across pages with the workspace expanded to fill them. In PDF such a project is typeset as an ordinary block, with no extra room.
The third project below has no
workspace anywhere, so it gets no icon.
Project 39.1. A Project With Workspace On Its Tasks.
View Source for project
<project xml:id="project-printout-tasks" xmlns:pi="http://pretextbook.org/2020/pretext/internal">
<title>A Project With Workspace On Its Tasks</title>
<introduction>
<p>
Show all of your reasoning in the space provided.
</p>
</introduction>
<task xml:id="project-printout-task-first" workspace="2in">
<statement>
<p>
Find the derivative of <m>f(x) = x^2</m>.
</p>
</statement>
<hint>
<p>
Use the power rule.
</p>
</hint>
<solution>
<p>
We have <m>f'(x) = 2x</m>.
</p>
</solution>
</task>
<task xml:id="project-printout-task-second" workspace="3in">
<statement>
<p>
Now find the derivative of <m>g(x) = x^3</m>, and explain the pattern you see.
</p>
</statement>
</task>
<conclusion>
<p>
Compare your two answers with a neighbor.
</p>
</conclusion>
</project>
Show all of your reasoning in the space provided.
(a)
View Source for task
<task xml:id="project-printout-task-first" workspace="2in" xmlns:pi="http://pretextbook.org/2020/pretext/internal">
<statement>
<p>
Find the derivative of <m>f(x) = x^2</m>.
</p>
</statement>
<hint>
<p>
Use the power rule.
</p>
</hint>
<solution>
<p>
We have <m>f'(x) = 2x</m>.
</p>
</solution>
</task>
Find the derivative of \(f(x) = x^2\text{.}\)
Hint.
View Source for hint
<hint xmlns:pi="http://pretextbook.org/2020/pretext/internal">
<p>
Use the power rule.
</p>
</hint>
Use the power rule.
Solution.
View Source for solution
<solution xmlns:pi="http://pretextbook.org/2020/pretext/internal">
<p>
We have <m>f'(x) = 2x</m>.
</p>
</solution>
We have \(f'(x) = 2x\text{.}\)
(b)
View Source for task
<task xml:id="project-printout-task-second" workspace="3in" xmlns:pi="http://pretextbook.org/2020/pretext/internal">
<statement>
<p>
Now find the derivative of <m>g(x) = x^3</m>, and explain the pattern you see.
</p>
</statement>
</task>
Now find the derivative of \(g(x) = x^3\text{,}\) and explain the pattern you see.
Compare your two answers with a neighbor.
Project 39.2. A Project With Workspace On Itself.
View Source for project
<project xml:id="project-printout-simple" workspace="4in" xmlns:pi="http://pretextbook.org/2020/pretext/internal">
<title>A Project With Workspace On Itself</title>
<statement>
<p>
Explain, in a paragraph, why the workspace requested here is not visible on screen, but does appear in the print preview.
</p>
</statement>
</project>
Explain, in a paragraph, why the workspace requested here is not visible on screen, but does appear in the print preview.
Project 39.3. A Project With No Workspace.
View Source for project
<project xml:id="project-printout-none" xmlns:pi="http://pretextbook.org/2020/pretext/internal">
<title>A Project With No Workspace</title>
<statement>
<p>
This project should not have a print preview icon.
</p>
</statement>
</project>
This project should not have a print preview icon.

