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MgCl2 is the correct formula, or two atoms of Cl for each 1 atom of Mg. You could also say 2 moles of Cl atoms for every 1 mole of Mg atoms. The empirical formula should be written with the subscripts in lowest whole number terms. Note that this formula is consistent with the fact that an Mg cation is Mg+2 and a Cl anion is Cl-1. Given these charges, a formula of MgCl2 is the one with the smallest whole number subscripts that will allow the charge of the compound to be zero. See related question below for more details on how to find empirical formulas.
"yes one hydrogen 2 oxygen hence H2O" Actually it is 2 hydrogen and 1 oxygen, Hence the formula H2O2 or Hydrogen Peroxide.
Balancing a chemical equation can often require a whole-number coefficient placed in front of a chemical formula. This upholds the Law of Conservation of Matter, which says that matter cannot be created or destroyed. These coefficients must be in the lowest possible ratio.
A chemical formula or molecular formula is a way of expressing information about the atoms that constitute a chemical compound.So this being said, that basically means the chemical formula represents the atoms that are bonded to one another (An atom is classified according to chemical element and isotope more specifically)
Formula- 2.6 as a percentage. 2 whole = 200% 0.6=60% 200+60=260 Answer-260%
Chemical formulas are written with the chemical symbol of each element followed by a subscript. If no subscript is written, it is understood to be 1. In a molecular formula, the subscripts indicate the number of atoms of each element that are present in one molecule. In a chemical formula for an ionic compound, the subscripts represent the lowest whole number ratio of ions in the compound.
It does not have a chemical formula
Subscripts are usually used as a counter or an index. For example, Xn (where n is a subscript - this pathetic browser does not support subscripts) usually refers to the nth (it does not support superscripts either!) X in a sequence of Xs. Since they are counters they should belong to the set of counting numbers.
Anitoxidants are not a single substance but a whole set of substances. As such, there is no single chemical formula.
The numbers placed immediately before formulas of compounds and/or elements involved in the reaction are called "coefficients" and those placed immediately after element symbols, depressed below the typographical line of the element symbol are called "subscripts". The subscripts show the number of atoms of a particular element in a formula unit of a molecule or other compound.
the lowest whole number ratio of elements in a compound A+
Yes, however most molecular formulas are reduced to Lowest Common Multiples for ease of understanding.
The chemical formula in which the subscripts are given in the smallest ratio.
No. A true compound formula uses whole numbers.
An empirical formula represents the simplest whole-number ratio of atoms in a compound. It does not provide information about the actual number of atoms present in a molecule. To determine the empirical formula, one must divide the subscripts of the compound's molecular formula by the greatest common divisor to obtain the simplest ratio.
An empirical formula is one that shows the lowest whole number ratio of the elements present. The molecular formula shows the composition of the molecules. An example is phosphorus pentoxide, P2O5 empirical formula, P4O10 molecular formula.
Divide the percent composition of each element found by the gram Atomic Mass of that particular element. The resulting quotients will have small whole number ratios to each other or one another. Write the chemical symbols for the elements found by analysis in order of increasing electronegativity, each with a subscript corresponding to its small whole number in the ratios found. If possible, divide the subscripts so obtained by a whole number other than 1 that results in an integral quotient from each subscript. When such division is no longer possible, the resulting formula is the empirical formula of the compound analyzed.