On either side, there are the same amount of atoms of each type. You can't have O2 +H2 > H2O, for example, because you would have lost an atom of oxygen in the reaction, which defies the Law of Conservation of Mass.
In chemistry, "conservation of matter" is usually understood to mean that the total number of EACH KIND OF ATOM, separately, i.e. of each element, must be the same before and after the reaction (i.e., left and right of the equation).
Therefore, there must be the same number of atoms of each element on each side of a chemical equation
every balanced chemical equation hasat least one coefficient of a specie indivisible by 2.
the number of elements used
Total numbers of atoms
Yes. This is due to the law of conservation of mass/matter.
According to the Law of Conservation Of Mass,Matter is neither created nor destroyed.It means a chemical equation show that matter is always conserved in a chemical reaction.It is shown as number of atoms both sides of the reaction before and after remains the same.
According to Law of conservation of mass - The mass of matter can neither be created nor be destroyed. So, th no. of mass in reactants and products in chemical eequation should be same. To satisfy this Law chemical equation should be balance.
You wouldn't use a chemical equation to support conservation of matter rather, the Law of Conservation of Matter is what reqires us to balance equations. Conservation of matter says that matter can't be created or destroyed by physical or chemical processes, including chemical reactions. Therefore we must end up with the same amount of matter that you started with. This is why we write, and balnce, chemical equations. Example H2O-------> H2 + O2 is not balanced because one side has 2 Oxygens and the other has 1. 2H2O---------> 2H2 +02 is balanced
The law of conservation of mass, which states that in a closed system, mass is neither created nor destroyed, it can only change form. This means that in a chemical reaction that takes place in a closed system, the mass of the reactants equals the mass of the products.
You must have the same number and kinds of atoms on both sides of a chemical equation because of the law of conservation of matter, which states that matter is neither created nor destroyed during a chemical reaction.
Yes. This is due to the law of conservation of mass/matter.
In order to satisfy the law of conservation of matter/mass, which states that in a chemical reaction matter can neither be created nor destroyed.
According to the Law of Conservation Of Mass,Matter is neither created nor destroyed.It means a chemical equation show that matter is always conserved in a chemical reaction.It is shown as number of atoms both sides of the reaction before and after remains the same.
Mass of reactants (at the right) is equal to the mass of products at the left.
One or more products containing the same quantity of atoms as the reactants had
A balanced chemical equation conveys the correct molar ratios of reactants and products in a reaction. Balancing a chemical equation upholds the Law of Conservation of Mass, which states that matter cannot be created or destroyed.
conservation of mass law, no matter is ever created or destroyed (except for nuclear fusion)
According to Law of conservation of mass - The mass of matter can neither be created nor be destroyed. So, th no. of mass in reactants and products in chemical eequation should be same. To satisfy this Law chemical equation should be balance.
The amount of reactants and products do not change in reversible reactions because, in a chemical reaction, matter is neither created nor destroyed -- it is only rearranged. This is the law of conservation of matter.
the law of conservation of matter (or mass)
The law of conservation of mass states that in any chemical reaction, matter is neither created nor destroyed. Therefore, in a balanced chemical equation you must have the same number of atoms of each element 1) on either side of the equation.1) ImprovementAlso the conservation of 'Elements' comes into my mind: it is necessarily for a well balanced equation. If we sort out 'Nuclear Reactions' then this is a true case!