糖心Vlog

Please consent to cookies to view content.

' ); iframeDoc.close(); } } } } } const observer = new MutationObserver(switchSrc); observer.observe(document.documentElement, { childList: true, subtree: true, }); })();

糖心Vlog

Last updated

17 August 2026

pdf, 48.75 KB
pdf, 48.75 KB
pdf, 49.64 KB
pdf, 49.64 KB
pdf, 47.73 KB
pdf, 47.73 KB
pdf, 49.97 KB
pdf, 49.97 KB
pdf, 49.04 KB
pdf, 49.04 KB
pdf, 49.77 KB
pdf, 49.77 KB
pdf, 48.65 KB
pdf, 48.65 KB
pdf, 50.35 KB
pdf, 50.35 KB
pdf, 50.33 KB
pdf, 50.33 KB
pdf, 49.2 KB
pdf, 49.2 KB
pdf, 48.88 KB
pdf, 48.88 KB
pdf, 50.36 KB
pdf, 50.36 KB
pdf, 50.44 KB
pdf, 50.44 KB
pdf, 49.43 KB
pdf, 49.43 KB
pdf, 49.45 KB
pdf, 49.45 KB
pdf, 49.63 KB
pdf, 49.63 KB
pdf, 50 KB
pdf, 50 KB
pdf, 49.9 KB
pdf, 49.9 KB
pdf, 48.14 KB
pdf, 48.14 KB
pdf, 47.95 KB
pdf, 47.95 KB
pdf, 61.75 KB
pdf, 61.75 KB
pdf, 64.99 KB
pdf, 64.99 KB
pdf, 62.53 KB
pdf, 62.53 KB
pdf, 65.01 KB
pdf, 65.01 KB
pdf, 62.45 KB
pdf, 62.45 KB
pdf, 65.11 KB
pdf, 65.11 KB
pdf, 61.75 KB
pdf, 61.75 KB
pdf, 66.32 KB
pdf, 66.32 KB
pdf, 65.74 KB
pdf, 65.74 KB
pdf, 61.83 KB
pdf, 61.83 KB
pdf, 62.4 KB
pdf, 62.4 KB
pdf, 65.43 KB
pdf, 65.43 KB
pdf, 65.29 KB
pdf, 65.29 KB
pdf, 65.05 KB
pdf, 65.05 KB
pdf, 64.54 KB
pdf, 64.54 KB
pdf, 64.43 KB
pdf, 64.43 KB
pdf, 65.69 KB
pdf, 65.69 KB
pdf, 65.25 KB
pdf, 65.25 KB
pdf, 62.93 KB
pdf, 62.93 KB
pdf, 63.21 KB
pdf, 63.21 KB
txt, 2.93 KB
txt, 2.93 KB

Dijkstra鈥檚 algorithm practice for AQA A Level Computer Science (7517): twenty
different worksheets on the shortest path algorithm, each with a complete
answer key.

Every worksheet is built on a different weighted network. That is the point of
the pack: you can set one sheet in class, a second for homework and a third
for a resit without any two students ever holding the same questions, and
without drawing new networks yourself at eleven o鈥檆lock at night.

WHAT YOU GET

  • 20 worksheets, 3 pages each, numbered 01 to 20
  • 20 matching answer keys
  • A contents table listing the number of vertices and the mark total of every
    sheet, so you can pick a six-vertex network for a ten-minute starter or a
    nine-vertex one for a full period

WHAT IS ON EVERY SHEET

Question 1 asks students to trace the algorithm: one row per vertex settled,
recording every tentative distance and the vertex it was reached from, written
as a subscript. Question 2 asks for the length of the shortest path and then
for the path itself, read back off the completed table - the step most
students never practise and most lose marks on. Question 3 asks why the
distance to a settled vertex can never be improved by a later step, for a
typical application of shortest path algorithms, and one further question that
varies from sheet to sheet.

Reviews

Something went wrong, please try again later.

This resource hasn't been reviewed yet

To ensure quality for our reviews, only customers who have purchased this resource can review it

to let us know if it violates our terms and conditions.
Our customer service team will review your report and will be in touch.