π Geometry Brahmastra #3 | Inradius in 3 Seconds
Right triangle: perimeter 70, hypotenuse 29 β inradius?
r = (a + b β c)/2 β¦ or even shorter, r = s β c = 35 β 29 = 6 β
No area, no legs needed.
π§ Your Turn: perimeter 56, hypotenuse 25 β r = ?
βΆοΈ https://youtube.com/shorts/e8D9Z0lDIaU
π Geometry Brahmastra: https://azucation.org.in/learn/course/geometry-brahmastra/
#CAT2026 #CATGeometry #GeometryBrahmastra
Right triangle: perimeter 70, hypotenuse 29 β inradius?
r = (a + b β c)/2 β¦ or even shorter, r = s β c = 35 β 29 = 6 β
No area, no legs needed.
π§ Your Turn: perimeter 56, hypotenuse 25 β r = ?
βΆοΈ https://youtube.com/shorts/e8D9Z0lDIaU
π Geometry Brahmastra: https://azucation.org.in/learn/course/geometry-brahmastra/
#CAT2026 #CATGeometry #GeometryBrahmastra
YouTube
Inradius of a Right Triangle in 3 Seconds π | Geometry Brahmastra #3 | CAT 2026
Stop finding the area to get the inradius! For any right triangle there's a 3-second Brahmastra:
r = (a + b β c) / 2 (legs minus hypotenuse, divided by 2)
Even shorter: r = s β c (semi-perimeter minus hypotenuse)
Why it works: from the right-angle cornerβ¦
r = (a + b β c) / 2 (legs minus hypotenuse, divided by 2)
Even shorter: r = s β c (semi-perimeter minus hypotenuse)
Why it works: from the right-angle cornerβ¦