Accetic acid or commonly known as vinegar
i got sugar. i don't know if this is correct.
-hey fabi given the empirical formula C2H4O2 there can be a couple of possibilities but not sugars usually
-o.k, thanks.
(1) O=CH-CH2-OH, (2) HO-CH=CH-OH, (3) CH3-O-CH=O, (4) CH3COOH
all of which are valid Lewis structures but acetic acid is the most common and stable. sugars are usually 5 or 6 carbon molecules not 2 carbons something with the empirical formula like C6H12O6
C2H4O2 is the chemical formula of acetic acid.
Benzoic acid
This is the ion acetate (CH3COO)-.
acetic acid
haha
Acetic acid
1,2,3-Butatriene-1,4-dioneO=C=C=C=C=O
2 Ga + 3 S → Ga2S3
Compound formula: Al2O3 + C --> Al + CO2 Make it balanced: 2 Al2O3 + 3 C --> 4 Al + 3 CO2
Ascorbic acid the chemical name of Vitamin C.
The four isomers of the compound dichloropropane are 1,1-dichloropropane, 1,2-dichloropropane, 1,3-dichloropropane and 2,2-dichloropropane. The chemical formula for dichloropropane is C3H6Cl2.
1,2,3-Butatriene-1,4-dioneO=C=C=C=C=O
2,2,3-tri-methyl-butane is the name of: (CH3)2-CH-C-(CH3)3 or reversely written: (CH3)3-C-CH-(CH3)2
2 Ga + 3 S → Ga2S3
the chemical equation CO2 C--CO.it is balANCEd by :there are 2 carbons on reactants and 2 atoms of oxygen by putting 2 as coeffecient on product side,equationis balanced.CO2 + C --------> 2CO
−3°C > 2°C −3°C < 2°C 3°C > −2°C 3°C < −2°c one of theses
Actinium C was the old name of the isotope bismuth-211.
The major component of coal is carbon (C).
Ascorbic acid the chemical name of Vitamin C.
Compound formula: Al2O3 + C --> Al + CO2 Make it balanced: 2 Al2O3 + 3 C --> 4 Al + 3 CO2
You can use the Law of Cosines- name the 3 sides side "a", side "b" and side "c". Then name the angle opposite side "a" angle A, call the angle opposite "b" angle B, and the angle opposite "c" angle C. Now... a^2=b^2+c^2- 2bc(cos(A)) solve for cosA and then for angle A, works the same for the other angles b^2=a^2+c^2- 2ac(cosB) c^2=a^2+b^2-2ab (cosC)
I-C-I-R-U-S- - 2011 The Devil Will Come Her Name Is Delores 2-3 was released on: USA: 12 February 2012
Integral of sqrt(2x) = integral of (2x)1/2 = √2/(3/2)*(x)3/2 + c = (2√2)/3*(x)3/2 + c where c is the constant of integration. Check: ( (2√2)/3*(2x)3/2 + c )' = (2√2)/3*(3/2)(x)(3/2)-1 + 0 = √2*(x)1/2 = √2x