I have a potential maths / formula / algorithm question which I would like help on.
I’ve written a questionnaire application in ASP.Net that takes people through a series of pages. I’ve introduced conditional processing, or branching, so that some pages can be skipped dependent on an answer, e.g. if you’re over a certain age, you will skip the page that has Teen Music Choice and go straight to the Golden Oldies page.
I wish to display how far along the questionnaire someone is (as a percentage). Let’s say I have 10 pages to go through and my first answer takes me straight to page 9. Technically, I’m now 90% of the way through the questionnaire, but the user can think of themselves as being on page 2 of 3: the start page (with the branching question), page 9, then the end page (page 10).
How can I show that I’m on 66% and not 90% when I’m on page 9 of 10?
For further information, each Page can have a number of questions on that can have one or more conditions on them that will send the user to another page. By default, the next page will be the next one in the collection, but that can be over-ridden (e.g. entire sets of pages can be skipped).
Any thoughts? :-s
Simple answer is you can’t. From what you have said you won’t know until you have reached the end how many pages the user is going to see so you can’t actually display an accurate result.
What you could do to get a better result as in your example is to assume they are going through all the remaining pages. In this case you would on any page have:
The maximum number of pages is now:
You can think of total_pages-page_position as being the number of pages left to visit which makes the max_pages quite intuitive.
So in the 10 page example you gave visited_pages = 2 (page 1 and page 9), page_position = 9 and total_pages = 10.
so max_pages = 10-9+2 = 3.
then to work out the distance through you just do
One thing to note is that if you were to go to pages 1,2,3,4,9,10 then your progress would be 10%,20%,30%,40%,83%,100% so you would still get a strange jump that may confuse people. This is pretty much inevitable though.