marv117
Rough_Rock
- Joined
- May 28, 2003
- Messages
- 73
ok...this is a weird question..but I've forgotten my math ..hehe...i wanna find out the diagonal lenth inside a square. As some of you may have read in my other post, I am planning to buy a princess cut, a square. Dimensions is always given so all we need is the formula to get the length inside....
I do remember, however, that a square can be made into two triangles. so we can use a formula for a triangle also...so this means we would be looking for the base length of the triangle...for example... dimensions given:
6.05(lenth) x 5.95(width) x 3.95...etc...
Correct me if I'm wrong but princess cut with the same carat and length/width of a round cut, the princess cut may look larger because of the corners...right?
Just something I noticed after looking at diamonds...thanks for the help!
----------------- UPDATE -----------------
I FOUND THE FORMULA!
Pythagorean Theorem : a² + b² = c²
'C' being the longest length of the triangle.
'A' and 'B' can be the length or the width of a square given dimension.
I found it here:
http://mathforum.org/~sarah/hamilton/ham.rttriangles.html
and here is an online calculator for this formula:
http://www.117i.com/math_triangle.cfm
hahahah this is a funny topic...enjoy
I do remember, however, that a square can be made into two triangles. so we can use a formula for a triangle also...so this means we would be looking for the base length of the triangle...for example... dimensions given:
6.05(lenth) x 5.95(width) x 3.95...etc...
Correct me if I'm wrong but princess cut with the same carat and length/width of a round cut, the princess cut may look larger because of the corners...right?
Just something I noticed after looking at diamonds...thanks for the help!
----------------- UPDATE -----------------
I FOUND THE FORMULA!
Pythagorean Theorem : a² + b² = c²
'C' being the longest length of the triangle.
'A' and 'B' can be the length or the width of a square given dimension.
I found it here:
http://mathforum.org/~sarah/hamilton/ham.rttriangles.html
and here is an online calculator for this formula:
http://www.117i.com/math_triangle.cfm
hahahah this is a funny topic...enjoy
