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Tools of measurement
• The health status can be measured by using the following
tools:
• 1. Rates
• 2. Ratios and
• 3. Proportions
Rates
• A rate measures the incidence of some particular
event in a given population during a given time
period.
• The rate expressed per 1000 or 10,000 or 1,00,000
• Epidemiologic –Rate consists:
1. Numerator
2. Denominator
3. Time specification and multiplier
Various categories of rates are:
 Crude rates
 Specific rates
proportions
• Proportion indicates the magnitude of a part in relation to
the whole. The numerator is always a part of denominator.
• proportions = a/(a+b)
• Proportion in epidemiology tells us the fractions of the
population (people ) affected.
Ratio
• Like proportion , ratio is a fraction but without a specified
relationships between the numerator and the denominator.
• It includes two random quantities.
• Ratio is the result of dividing one quantity by another.
Example; occurance of hypertension
• Female cases: 240
• Male cases =120
• The ratio is= 240/120=2:1
• (female to male ratio)

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Tools of measurement tools of meas .pptx

  • 2. • The health status can be measured by using the following tools: • 1. Rates • 2. Ratios and • 3. Proportions
  • 3. Rates • A rate measures the incidence of some particular event in a given population during a given time period. • The rate expressed per 1000 or 10,000 or 1,00,000
  • 4. • Epidemiologic –Rate consists: 1. Numerator 2. Denominator 3. Time specification and multiplier
  • 5. Various categories of rates are:  Crude rates  Specific rates
  • 6. proportions • Proportion indicates the magnitude of a part in relation to the whole. The numerator is always a part of denominator. • proportions = a/(a+b) • Proportion in epidemiology tells us the fractions of the population (people ) affected.
  • 7. Ratio • Like proportion , ratio is a fraction but without a specified relationships between the numerator and the denominator. • It includes two random quantities. • Ratio is the result of dividing one quantity by another.
  • 8. Example; occurance of hypertension • Female cases: 240 • Male cases =120 • The ratio is= 240/120=2:1 • (female to male ratio)