I know this seems silly to learn in the middle of a calculus lecture series. But I as soon as I saw that triangle I realized that you could count the height of an infinite staircase as long as it followed those same rules.
In Europe we have the"Rondelet Formule" ,that says, two highs+one plane step should be near to 63 centimeters to be confortable.sorry for my poor vocabulary
I have a few questions sir. (1)Rise/Run=.52, (2)For larger threads: Riser/Thread=.52 (3)For smaller threads: Riser/Thread=.52 Is it compulsory for (2) and (3) to follow (1)? and what are the effects if is not?
All ideas r good about stairs but i request friends tell me how to construct such stair by which a child age three & senior age 80 can reach easyly upto 55feets
This is how you count one wall, find its height. and the height of your block, you will put one inch of cement in between for example. so add one inch to the height of your block. now divide the wall height by the height of your calculated block, you get number A. it is a rectangle, so work on the length of this rectangle. it is number A, A times B will be the number of blocks you will need. roughly. because usually you have to cut the top row to fit the real wall, you may need more or less.
He's kind of clueless about calculating standard staircases, let's not let him loose on a spiral. For starters, the slope is called 'The rake' Here endeth the lesson.
