Skip to content
  • Home
  • 中文 (香港)
Solving Master

Solving Master

Resources for HKDSE Mathematics

  • Revision Note
    • Math
      • Number and Algebra
        • Complex Number
        • Errors and Estimations
        • Exponential and Logarithm
        • Identities
        • Inequalities
        • Percentage
        • Polynomials
        • Quadratic Equation and Function
        • Sequences
        • Variations
      • Measures, Shape and Space
        • Coordinates
        • Lines and Angles
        • Mensuration
        • Properties of Circle
        • Quadrilaterals
        • Transformations
        • Triangles
        • Trigonometry
      • Data Handling
        • Probability
        • Statistics
    • M2
      • Mathematical Induction
      • Binomial Theorem
      • Trigonometry (M2)
  • HKDSE-MATH
    • 2023
      • Paper 1
      • Paper 2
    • 2022
      • Paper 1
      • Paper 2
    • 2021
      • Paper 1
      • Paper 2
    • 2020
      • Paper 1
      • Paper 2
    • 2019
      • Paper 1
      • Paper 2
    • 2018
      • Paper 1
      • Paper 2
    • 2017
      • Paper 1
      • Paper 2
    • 2016
      • Paper 1
      • Paper 2
    • 2015
      • Paper 1
      • Paper 2
    • 2014
      • Paper 1
      • Paper 2
    • 2013
      • Paper 1
      • Paper 2
    • 2012
      • Paper 1
      • Paper 2
    • 2012PP
      • Paper 1
      • Paper 2
    • 2011SP
      • Paper 1
      • Paper 2
  • HKDSE-M2
    • 2023
    • 2022
    • 2021
    • 2020
  • HKCEE
    • 2011
      • Paper 1
      • Paper 2
    • 2010
      • Paper 1
      • Paper 2
    • 2009
      • Paper 1
      • Paper 2
    • 2008
      • Paper 1
      • Paper 2
    • 2007
      • Paper 1
      • Paper 2
    • 2006
      • Paper 1
      • Paper 2
  • Other Resources
  • Toggle search form

Errors

Posted on 12-07-2023 By app.cch No Comments on Errors
  1. For known actual value.
    1. Absolute error $=$ Actual value $-$ measured value
    2. Relative error $= \dfrac{\text{Absolute error}}{\text{Actual value}}$
    3. Percentage error $= \dfrac{\text{Absolute error}}{\text{Actual value}} \times 100 \%$
  2. For unknown actual value.
    1. Maximum absolute error $=\dfrac{1}{2} \times$ Degree of accuracy
    2. Maximum relative error $= \dfrac{\text{Maximum absolute error}}{\text{Measured value}}$
    3. Maximum percentage error $= \dfrac{\text{Maximum absolute error}}{\text{Measured value}} \times 100 \%$

Same Topic:

Default Thumbnail1. Definitions Default ThumbnailEstimations Default ThumbnailInverse Variation Default ThumbnailSquare Numbers
Errors and Estimations, Math, Number and Algebra, Revision Note

Post navigation

Previous Post: Index of Earthquakes – the Richter Scale
Next Post: Estimations

Leave a Reply Cancel reply

Your email address will not be published. Required fields are marked *

Topic Cloud

3D Problems (41) Basic Functions (13) Basic Geometry (68) Binomial Theorem (7) Change of Subject (32) Complex Numbers (16) Coordinates (46) Differentiation (16) Equations of Circle (54) Equations of Straight Line (43) Estimations and Errors (35) Factorization (39) Graph of Functions (3) Inequality (39) Integration (15) Laws of Indices (43) Linear Programming (21) Locus (13) Logarithm (34) Mathematical Induction (7) Matrices (4) Mensuration (98) Numeral System (19) Percentage (42) Polynomials (49) Probability (85) Properties of Circles (56) Quadratic Equations and Functions (57) Rate and Ratio (30) Rational Functions (20) Sequences (66) Simultaneous Linear Equations (27) Statistics (122) System of Linear Equations (3) Transformations (44) Trigonometry (M2) (7) Trigonometry and Its Applications (67) Variations (38) Vectors (3)

Copyright © 2025 Solving Master.

Powered by PressBook Grid Blogs theme