Pure Substances vs Mixtures, Solutions & Concentration Calculations

1. What is a Pure Substance?
In chemistry, a pure substance consists of a single type of particle possessing fixed, definite chemical properties throughout (e.g., pure iron, pure distilled water, pure sucrose).
- Elements: Chemical substances that cannot be broken down into simpler substances by chemical reactions (e.g., gold $Au$, oxygen $O_2$, copper $Cu$).
- Compounds: Substances composed of two or more elements chemically combined in a fixed proportion by mass (e.g., water $H_2O$ in a fixed 1:8 mass ratio of hydrogen to oxygen; methane $CH_4$).
- Mixtures: Substances containing two or more pure components physically mixed in any arbitrary ratio without chemical bonding.
2. Homogeneous vs Heterogeneous Mixtures
- Homogeneous Mixtures: Uniform composition and single phase throughout (e.g., salt dissolved in water, clean atmospheric air, brass alloy).
- Heterogeneous Mixtures: Non-uniform composition with physically distinct phases (e.g., sand and iron filings, oil and water, chalk powder in water).
3. Concentration of a Solution (High-Yield NCERT Formulas)
A solution is composed of a Solute (substance dissolved) and a Solvent (dissolving medium):
1. Mass by Mass Percentage ($\% \text{ w/w}$):
2. Mass by Volume Percentage ($\% \text{ w/v}$):
3. Volume by Volume Percentage ($\% \text{ v/v}$):
? Solved Numerical: If $40\text{ g}$ of common salt is dissolved in $320\text{ g}$ of water, what is the concentration? $\text{Mass of Solution} = 40 + 320 = 360\text{ g}$. $\text{Concentration} = \frac{40}{360} \times 100 = \mathbf{11.1\% \text{ (w/w)}}$!