explain formula : (minor arc (AB) - chord (AB)) * (diameter / 8) = segment of a circle (minor arc (AB) / 2)
![]() |
explain formula : (minor arc (AB) - chord (AB)) * (diameter / 8) = segment of a circle (minor arc (AB) / 2)
Is this for an ellipsis?
no, if diameter is 10 ; (15,7 - 10) * (10 / 8) = 7,125 cm 2
or (7,85 - 7,071.. ) * (10 / 8) = 0,97375
Again one of your crazy formulae? :rolleyes:
Now l realize that you are the expert not only in math but also psychiatry (lucky for you). This formula is correct (easily verifiable) so can not be crazy, to which you do not understand, l will survive (do not worry)
What Abver is trying to describe (in his usual obtuse way) is that the area of the segment of a circle formed by the half-angle AB is equal to his formula. The area of the yellow shaded part in the figure below is what he's talking about.
You can derive it like this:
The yellow area = area of sector AC minus area of the internal triangle AOC:
This can be manipulated into Abver's formula using the identity
Yes, but what is the point (use) of this question if it's 'easily verifiable'? Are you testing the people who answer here?Quote:
Originally Posted by abver
The first poster did a query, and you immediately turned a mere 'no' and simply putting in numbers that you don't even explain where you got. The diameter is 10, where did you get 15,7 and 10, which are respectively the minor arc and chord of AB? Nothing of that, no no. What you are doing is like doing a wish, and pray that the solution appears on the screen of your computer.
That image is correct, an explanation should be fine
ebaines already gave you an explanation -.-
All times are GMT -7. The time now is 10:10 PM. |