tsa,Lsa,V,Bd of a cuboid
TSA=2(LB+BH+HL)
LSA=2H(L+B)
VOILUME=LBH
BODY DIAGONAL=ROOT L^2+B^2
+H^2
area ,volume,body diagonal,lsa cube
A=6a^2
V=a^3,
body diagonal=xroot3
lsa=4a^2
Volume,area sphere
Tsa=4πr^2
v=4⁄3πr^3
volume,tsa,lsa hemisphere
tsa=3πr^2
V=2⁄3πr^3
Lsa=2πr^2
Fustum of a cone lsa,tsa.v
Tsa=π(R^2 + r^2 + Rl + rl)
v=⅓πh(R^2+Rr+r^2)
Lsa=πl(R + r)where,l=√(R-r)2+h
lsa,v,tsa of cone
Lsa=πrl
tsa=πr(l+r)
v=⅓πr^2h