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Health: The Ultimate Treasure - Treatment of diseases

Grade 8CBSE

Review the key concepts, formulae, and examples before starting your quiz.

🔑Concepts

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Health is defined by the WHO as a state of complete physical, mental, and social well-being and not merely the absence of disease or infirmity.

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Principles of Treatment: There are two ways to treat an infectious disease: (i) To reduce the effects of the disease (symptomatic treatment like reducing fever using antipyretics), and (ii) To kill the cause of the disease (using medicine to kill the pathogen).

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Antibiotics: These are chemical substances that block biochemical pathways important for bacteria. For example, PenicillinPenicillin blocks the bacterial processes that build the cell wall.

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Antiviral Drugs: These are more difficult to make than antibacterial drugs because viruses have few biochemical mechanisms of their own and enter the host cells to use the host's machinery (DNA/RNADNA/RNA replication).

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Principles of Prevention: General ways involve preventing exposure (e.g., providing clean drinking water to prevent water-borne diseases like CholeraCholera). Specific ways involve immunization through vaccines.

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Vaccination: The process of introducing a weakened or dead pathogen into the body to train the immune system. This relies on the property of 'memory' in the immune system.

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Pathogens: Organisms that cause diseases, including bacteria, viruses, fungi, protozoans (e.g., PlasmodiumPlasmodium causing Malaria), and worms.

📐Formulae

Concentration of Vaccine Solution=Mass of Solute (Vaccine Agent)Total Volume of Solution×100\text{Concentration of Vaccine Solution} = \frac{\text{Mass of Solute (Vaccine Agent)}}{\text{Total Volume of Solution}} \times 100

Immunity Rate=Number of Immunized IndividualsTotal Population×100\text{Immunity Rate} = \frac{\text{Number of Immunized Individuals}}{\text{Total Population}} \times 100

Bacterial Growth (Binary Fission):Nt=N0×2n\text{Bacterial Growth (Binary Fission)}: N_t = N_0 \times 2^n

💡Examples

Problem 1:

In a small town with a population of 50,00050,000, a vaccination drive was conducted. If 37,50037,500 people were successfully vaccinated against Hepatitis A, calculate the percentage of the population that remains susceptible (unvaccinated).

Solution:

First, find the number of unvaccinated people: 50000−3750012500\begin{array}{r} 50000 \\ -37500 \\ \hline 12500 \end{array} Now, calculate the percentage: Susceptible Percentage=(1250050000)×100=25%\text{Susceptible Percentage} = \left( \frac{12500}{50000} \right) \times 100 = 25\%

Explanation:

To find the health coverage, we subtract the immunized count from the total population to find those at risk, then divide by the total population and multiply by 100100 to get the percentage.

Problem 2:

A specific bacterium divides every 2020 minutes. If a patient is infected with 100100 bacteria (N0=100N_0 = 100), how many bacteria will be present in the body after 11 hour (6060 minutes) if no treatment is taken?

Solution:

Number of divisions (nn) in 6060 minutes: n=6020=3n = \frac{60}{20} = 3. Using the formula Nt=N0×2nN_t = N_0 \times 2^n: Nt=100×23N_t = 100 \times 2^3 Nt=100×8=800N_t = 100 \times 8 = 800

Explanation:

Bacteria multiply exponentially. Within 33 cycles of division, the initial count of 100100 grows to 800800, emphasizing why early treatment is necessary to stop the spread of infection.