Acids and Bases Solutions of Chemical Energy. What is an Acid? A substance that dissociates and produces H + (protons) when in solution Examples: (strong.

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Presentation transcript:

Acids and Bases Solutions of Chemical Energy

What is an Acid? A substance that dissociates and produces H + (protons) when in solution Examples: (strong acids) HCl, H 2 SO 4, HNO 3

Dissociation of HCl HCl (aq) -> H + (aq) + Cl - (aq) Each mole of HCl will produce 1 mole of H + What is different about H 2 SO 4 ?

What is a Base? A base is any substance that dissociates to produce OH - (hydroxide ions) in solution Examples: (strong bases) NaOH, LiOH, KOH

Dissociation of NaOH NaOH (aq) -> Na + (aq) + OH - (aq) Each mole of NaOH will dissociate to produce 1 mole of OH -

Neutralization Reactions: A type of double-replacement reaction that produces a “salt” and water from an acid and base HCl + NaOH ----> NaCl + H 2 O Acid + Base ----> Salt + Water

Characteristics of Acids and Bases: Bases Taste Bitter (Soap) Acids Taste Sour (Sour Patch Kids, Lemons, Vinegar)

Weak Acids and Bases Do not completely dissociate Are still dangerous energetic solutions More common in nature Acetic Acid (vinegar) Citric Acid (lemon jucie) Found in buffered solutions Have pHs closer to 7 at higher solution concentrations

pH Scale (Concentration of H + ions) A pH of 7.0 is “neutral” A pH >7.0 is “basic” (The farther from neutral, the stronger the base) A pH <7.0 is “acidic” (The farther from neutral, the stronger the acid)

Math of pH -log(H + concentration in moles/Liter) Eg X M, The pH is 7 Eg X M, The pH is 1 Eg X M, The pH is 14

Strength of Acids and Bases Measured on the pH Scale Range from 1-14

pH Indicators

Each Indicator Changes at a Certain pH Range Indicators are helpful when performing Titrations

Buffered solutions Resist forming more H + or OH - ions Made from a weak acid and a salt Very important to life (Blood is 7.35 – 7.45 pH)

Equipment for Titrations: Used to measure unknown pH by comparison to a known Burets are used to measure highly accurate volumes of solutions