A (simple?) maths question

Caporegime
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I'm trying to work out whether an object will fit up a staircase with a 90 degree corner in it.

What would the minimum width of a staircase have to be in order to manoeuvre a 24 inch square object around a right angled corner? The solution is probably very simple but I can't figure it out.
 
depends whether you want to rotate it or not - if not rotating, ie pushing to end then pushing up sideways then just over 24 inches... :D

if you do need to rotate it when on the staircase you'll need to cater for the distance form one corner to the opposite corner... so you need somewhere on the staircase larger than 34 inches...
 
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Hmmm won't the corner to the corner at the turn be wider as the length will be the sum square of the width etc. It's not really a maths question well it is but you get what I mean ...

In fact can't you just move it all the way forwards then all the way sideways and not turn it if it was tight?
 
I am of course being thick whilst at the same time overthinking the question. Obviously the answer is 24 inches because there's no real requirement to rotate the item on the corner if it's square! Doh!
 
Whatever you do, if someone offers to open a door to give you extra space while turning round the corner, don't accept their offer. You'll only get it stuck.


(major internet points for anyone that gets this)
 
If it makes you happier the "widest" you could make it is about 34 inches (the diagonal). If you're trying to make things as difficult as possible.
 
I am of course being thick whilst at the same time overthinking the question. Obviously the answer is 24 inches because there's no real requirement to rotate the item on the corner if it's square! Doh!

No you are far from being thick. Being thick is starting up the stairs with the thing before checking the dimensions!
 
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