Roughly 1,000,000
Organic compounds consist of central carbon (C) atoms covalently bonded to (usually hydrogen, H, atoms). Because C is in group 4 on the periodic table, it only has 4 out of 8 valence electrons in its outer shell. Therefore it has 4 ready bonding sites. Carbon can form single, triple or double covalent bonds with other atoms, which allows it to form many different compounds.
Width is extensive.
if its for apex learning then the answer is bromine
{| |+ Chemical elements in d-block |- ! width="1%" | Group → ! width="5.5%" | 3 ! width="5.5%" | 4 ! width="5.5%" | 5 ! width="5.5%" | 6 ! width="5.5%" | 7 ! width="5.5%" | 8 ! width="5.5%" | 9 ! width="5.5%" | 10 ! width="5.5%" | 11 ! width="5.5%" | 12 ! ↓ Period ! 4 | 21Sc 22Ti 23V 24Cr 25Mn 26Fe 27Co 28Ni 29Cu 30Zn ! 5 | 39Y 40Zr 41Nb 42Mo 43Tc 44Ru 45Rh 46Pd 47Ag 48Cd ! 6 | 71Lu 72Hf 73Ta 74W 75Re 76Os 77Ir 78Pt 79Au 80Hg ! 7 | 103Lr 104Rf 105Db 106Sg 107Bh 108Hs 109Mt 110Ds 111Rg 112Uub |}
You need to know the width and volume of container to compare volume and width. However if you mean millimetres, then there are 150mm in 15cm
the width of a human hair
width of 12 foot aluminum boat
In the UK the standard width is 30cm (one foot), and wide width is 45cm (a foot and a half).
The width of a human hair is 0.0018 cm.
Times the width of the match by the height then by the base Or just put it on scales
auto-fit
Multiply the width in inches by the length in inches.
Statistics show that for a 6', 165 lb male, the human torso will be approximately 25 kg or 55 lbs.
weight of aluminum sheet = lenght (Mtrs) X Width (Mtrs) X Thickness (mm) X density 2.8 g/cm3
4cm
the grain of zircon and it is the width of a human hair
The answer is 12,553 m.