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Watch First β€” Acid-Base Reactions - Crash Course Chemistry

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Chemical Reactions & pH

Why This Matters for Nursing: Understanding reactions and pH is essential for interpreting blood gases, understanding medication interactions, and recognizing acid-base imbalances that can be life-threatening.

What You Need to Know

Chemical Reactions

A chemical reaction occurs when substances interact to form new substances with different properties.

General form: Reactants β†’ Products


🧠 Memory Trick

pH Scale: "pH = Power of Hydrogen" - Low pH = ACIDIC (more H⁺) - High pH = BASIC (less H⁺) - pH 7 = NEUTRAL

Blood pH: 7.35-7.45 (slightly basic) "Basic blood keeps you alive"


Types of Chemical Reactions

Type Description Example
Synthesis A + B β†’ AB 2Hβ‚‚ + Oβ‚‚ β†’ 2Hβ‚‚O
Decomposition AB β†’ A + B 2Hβ‚‚O β†’ 2Hβ‚‚ + Oβ‚‚
Single replacement A + BC β†’ AC + B Zn + 2HCl β†’ ZnClβ‚‚ + Hβ‚‚
Double replacement AB + CD β†’ AD + CB NaCl + AgNO₃ β†’ AgCl + NaNO₃
Combustion Fuel + Oβ‚‚ β†’ COβ‚‚ + Hβ‚‚O CHβ‚„ + 2Oβ‚‚ β†’ COβ‚‚ + 2Hβ‚‚O

Enzymes and Reactions

Enzymes are biological catalysts that: - Speed up reactions without being consumed - Lower activation energy needed - Are specific to certain reactions - Are proteins

Factors Affecting Enzyme Activity:

Factor Effect
Temperature Too high β†’ denatures enzyme
pH Each enzyme has optimal pH
Substrate concentration More substrate β†’ faster (until saturated)

Acids and Bases

Property Acids Bases
pH Below 7 Above 7
H⁺ concentration High Low
OH⁻ concentration Low High
Taste Sour Bitter
Examples HCl, vinegar, lemon NaOH, bleach, soap

Common Acids and Bases in the Body:

Substance Type Location/Function
Hydrochloric acid (HCl) Acid Stomach acid
Bicarbonate (HCO₃⁻) Base Blood buffer
Carbonic acid (Hβ‚‚CO₃) Acid Blood buffer

The pH Scale

The pH Scale (0–14) ← More H⁺ (acidic) More OH⁻ (basic) β†’ 0 Battery acid 1 Stomach acid 2 Lemon juice 3 Vinegar 4 Soda 5 Coffee 6 Urine 7 NEUTRAL Pure water 8 Sea water 9 Baking soda 10 Antacid 11 Soap 12 Bleach 14 Drain cleaner ⟡ ACIDIC (pH < 7, more H⁺) BASIC / ALKALINE (pH > 7) ⟢ 🩸 Blood pH: 7.35 – 7.45 (slightly basic) Below 7.35 = Acidosis (dangerous) | Above 7.45 = Alkalosis (dangerous) Normal body maintains pH very tightly β€” even small changes are life-threatening!
pH Examples
0-2 Battery acid, stomach acid
3-4 Vinegar, soda
5-6 Coffee, urine
7 Pure water (neutral)
7.35-7.45 Blood (normal)
8-9 Baking soda, seawater
10-12 Ammonia, bleach
13-14 Lye, drain cleaner

pH Math:

  • Each pH unit = 10Γ— difference in H⁺
  • pH 5 is 10Γ— more acidic than pH 6
  • pH 4 is 100Γ— more acidic than pH 6

Buffers

Buffers resist changes in pH by absorbing or releasing H⁺.

Blood buffer system: - Carbonic acid (Hβ‚‚CO₃) ↔ Bicarbonate (HCO₃⁻) + H⁺ - If blood too acidic: Bicarbonate absorbs H⁺ - If blood too basic: Carbonic acid releases H⁺


Acid-Base Imbalances

Condition Blood pH Common Causes
Acidosis < 7.35 Diabetic ketoacidosis, respiratory failure
Alkalosis > 7.45 Hyperventilation, vomiting

Normal blood pH: 7.35 - 7.45


✏️ Worked Examples

Example 1: Identify Reaction Type

Reaction: 2Na + Clβ‚‚ β†’ 2NaCl

Step 1 β€” Count the reactants and products. On the LEFT side of the arrow (reactants): 2 things β€” sodium (Na) and chlorine gas (Clβ‚‚). On the RIGHT side (products): 1 thing β€” sodium chloride (NaCl, table salt).

Step 2 β€” Apply the pattern matching. Ask: are things coming together or breaking apart? - Two separate things (Na and Clβ‚‚) are combining β†’ forming one new product (NaCl) - Pattern: A + B β†’ AB - This is synthesis (also called a combination reaction). Like building a car β€” you take parts and put them together.

Step 3 β€” Confirm by eliminating other types. - Decomposition would be AB β†’ A + B (breaking apart). Here things are coming together, not apart. βœ— - Single replacement would be A + BC β†’ AC + B (one element kicks out another). Not the case here. βœ—

Answer: Synthesis β€” Two reactants (Na and Clβ‚‚) combine into one product (NaCl).


Example 2: Step-by-Step Solution

To solve this type of problem, start by identifying the key values given in the question. Then apply the formula we covered above...

Step 1: Convert the mixed number to an improper fraction...

Step 2: Find the common denominator between the two fractions...

Keep reading β€” there's more to this guide

The worked examples and practice problems are the part that actually prepares you for the TEAS.

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